inputs stringlengths 786 37.1k | outputs stringlengths 31 154 |
|---|---|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c
#pragma ACCEL kernel
void kernel_symm(double alpha,double beta,double C[200][240],double A[200][200],double B[200][240])
{
int i;
int j;
int k;
//BLAS PARAMS
//SIDE = 'L'
//UPLO = 'L'
// => Form C := alpha*A*B + beta*C
// A is MxM
// B is MxN
// C is MxN
//note that due to Fortran array layout, the code below more closely resembles upper triangular case in BLAS
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 200; i++) {
#pragma ACCEL PIPELINE auto{_p5}
#pragma ACCEL TILE FACTOR=auto{_p7}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 240; j++) {
double tmp = B[i][j];
#pragma ACCEL PARALLEL reduction=C FACTOR=auto{_p2}
for (k = 0; k < 200; k++) {
if (k < i) {
C[k][j] += alpha * tmp * A[i][k];
}
}
double temp2 = (double )0;
#pragma ACCEL PARALLEL reduction=temp2 FACTOR=auto{_p3}
for (k = 0; k < 200; k++) {
if (k < i) {
temp2 += B[k][j] * A[i][k];
}
}
C[i][j] = beta * C[i][j] + alpha * B[i][j] * A[i][i] + alpha * temp2;
}
}
}
```
X:
_p0:4
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:4
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:10
_p3:200
_p4:c
_p5:o
_p6:1
_p7:1
Y:1.0
r0:0.3 r1:0.3 r2:0.1 r3:0.3 V:1
X:
_p0:1
_p1:6
_p2:1
_p3:1
_p4:o
_p5:f
_p6:1
_p7:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:4
_p4:o
_p5:o
_p6:1
_p7:1
Y:-1.2
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:64
_p3:1
_p4:o
_p5:o
_p6:1
_p7:1
Y:-2.6
r0:0.5 r1:0.2 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:32
_p3:25
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.5
r0:0.4 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:1
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:5
_p3:4
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:200
_p3:8
_p4:o
_p5:o
_p6:1
_p7:1
Y:-3.6
r0:0.4 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:25
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.9
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:16
_p3:32
_p4:c
_p5:o
_p6:1
_p7:240
Y:-0.3
r0:0.2 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:16
_p3:25
_p4:o
_p5:o
_p6:1
_p7:1
Y:0.4
r0:0.4 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:64
_p4:c
_p5:o
_p6:1
_p7:240
Y:0.4
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:4
_p4:o
_p5:o
_p6:1
_p7:1
Y:-1.1
r0:0.3 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:4
_p3:16
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.6
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:20
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:2
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:10
_p4:c
_p5:o
_p6:1
_p7:240
Y:0.1
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:2
_p3:2
_p4:o
_p5:o
_p6:1
_p7:1
Y:-1.7
r0:0.2 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:2
_p2:10
_p3:16
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:64
_p4:c
_p5:o
_p6:1
_p7:240
Y:-0.2
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:1
_p3:2
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:64
_p3:8
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:32
_p3:1
_p4:o
_p5:o
_p6:1
_p7:1
Y:-2.6
r0:0.4 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:10
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.1
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:16
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:10
_p3:25
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.6
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:20
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.2
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-1.1
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:2
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
TY:-0.2
TV:1
| ### outputs: _p0:1
_p1:1
_p2:4
_p3:200
_p4:o
_p5:o
_p6:1
_p7:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c
#pragma ACCEL kernel
void kernel_symm(double alpha,double beta,double C[60][80],double A[60][60],double B[60][80])
{
int i;
int j;
int k;
//BLAS PARAMS
//SIDE = 'L'
//UPLO = 'L'
// => Form C := alpha*A*B + beta*C
// A is MxM
// B is MxN
// C is MxN
//note that due to Fortran array layout, the code below more closely resembles upper triangular case in BLAS
#pragma ACCEL PIPELINE auto{_p3}
#pragma ACCEL TILE FACTOR=auto{_p5}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 60; i++) {
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 80; j++) {
double temp2 = ((double )0);
#pragma ACCEL PARALLEL reduction=temp2 FACTOR=auto{_p2}
for (k = 0; k < 60; k++) {
if (k < i) {
C[k][j] += alpha * B[i][j] * A[i][k];
temp2 += B[k][j] * A[i][k];
}
}
C[i][j] = beta * C[i][j] + alpha * B[i][j] * A[i][i] + alpha * temp2;
}
}
}
```
X:
_p0:1
_p1:8
_p2:60
_p3:o
_p4:c
_p5:1
_p6:1
Y:9.4
r0:0.0 r1:0.4 r2:0.9 r3:0.4 V:0
X:
_p0:1
_p1:1
_p2:3
_p3:o
_p4:o
_p5:1
_p6:1
Y:3.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
TY:9.4
TV:0
| ### outputs: _p0:1
_p1:8
_p2:1
_p3:o
_p4:f
_p5:1
_p6:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void kernel_gemver(int n,double alpha,double beta,double A[120][120],double u1[120],double v1[120],double u2[120],double v2[120],double w[120],double x[120],double y[120],double z[120])
{
int i;
int j;
#pragma scop
#pragma ACCEL PIPELINE auto{_p7}
#pragma ACCEL TILE FACTOR=auto{_p10}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 120; i++) {
#pragma ACCEL PARALLEL reduction=A FACTOR=auto{_p4}
for (j = 0; j < 120; j++) {
A[i][j] += u1[i] * v1[j] + u2[i] * v2[j];
}
}
#pragma ACCEL PIPELINE auto{_p8}
#pragma ACCEL TILE FACTOR=auto{_p11}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (i = 0; i < 120; i++) {
#pragma ACCEL PARALLEL reduction=x FACTOR=auto{_p5}
for (j = 0; j < 120; j++) {
x[i] += beta * A[j][i] * y[j];
}
}
#pragma ACCEL PARALLEL reduction=x FACTOR=auto{_p2}
for (i = 0; i < 120; i++) {
x[i] += z[i];
}
#pragma ACCEL PIPELINE auto{_p9}
#pragma ACCEL TILE FACTOR=auto{_p12}
#pragma ACCEL PARALLEL FACTOR=auto{_p3}
for (i = 0; i < 120; i++) {
#pragma ACCEL PARALLEL reduction=w FACTOR=auto{_p6}
for (j = 0; j < 120; j++) {
w[i] += alpha * A[i][j] * x[j];
}
}
#pragma endscop
}
```
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:f
_p8:f
_p9:o
_p10:1
_p11:1
_p12:8
Y:8.2
r0:0.1 r1:0.3 r2:0.2 r3:0.5 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:12
_p6:6
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:7.7
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:120
_p2:1
_p3:15
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:1
_p3:1
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:8
_p3:2
_p4:4
_p5:32
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:120
_p12:1
Y:9.5
r0:0.1 r1:0.6 r2:0.3 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:32
_p3:8
_p4:8
_p5:1
_p6:8
_p7:c
_p8:f
_p9:c
_p10:120
_p11:120
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:f
_p8:f
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:2
_p4:1
_p5:1
_p6:120
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:2
_p2:16
_p3:1
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:8
_p11:4
_p12:120
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:120
_p11:2
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:10
_p6:16
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:10
_p6:1
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:6.5
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:2
_p5:1
_p6:16
_p7:o
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:8.3
r0:0.1 r1:0.3 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:2
_p2:16
_p3:8
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:120
_p11:1
_p12:1
Y:9.9
r0:0.1 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:4
_p6:8
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:7.5
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:20
_p7:o
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:3
_p6:4
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.1
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:12
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:120
_p11:120
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:120
_p11:120
_p12:8
Y:9.0
r0:0.1 r1:0.3 r2:0.2 r3:0.6 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:6.6
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:3
_p6:15
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.9
r0:0.1 r1:0.2 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:5
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.3
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:4
_p7:f
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:7.2
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:2
_p5:1
_p6:15
_p7:o
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:3
_p6:24
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.9
r0:0.1 r1:0.3 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:6
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:120
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:2
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:6
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:o
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:6.2
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:3
_p6:16
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.7
r0:0.1 r1:0.2 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:o
_p8:f
_p9:c
_p10:1
_p11:1
_p12:1
Y:8.0
r0:0.1 r1:0.3 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:20
_p7:f
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:6.9
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:10
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.1
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:2
_p4:1
_p5:1
_p6:20
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:2
_p4:1
_p5:5
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:8.7
r0:0.1 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:2
_p2:8
_p3:12
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:120
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:10
_p6:4
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:8.0
r0:0.0 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:120
_p2:1
_p3:2
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:4
_p6:6
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.4
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:120
_p2:1
_p3:6
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:120
_p2:1
_p3:3
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:16
_p5:32
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:3
_p6:32
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.1
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:1
_p2:8
_p3:8
_p4:8
_p5:1
_p6:8
_p7:c
_p8:f
_p9:c
_p10:1
_p11:120
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:6
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:4
_p6:3
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.1
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:10
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:8.2
r0:0.0 r1:0.3 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:6
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:2
_p2:32
_p3:8
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:1
_p11:1
_p12:1
Y:10.7
r0:0.1 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:12
_p1:120
_p2:1
_p3:1
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:20
_p1:2
_p2:1
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:9.0
r0:0.1 r1:4.0 r2:2.3 r3:7.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:f
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:2
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:9.0
r0:0.1 r1:0.9 r2:0.6 r3:1.7 V:0
X:
_p0:12
_p1:120
_p2:1
_p3:1
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:6.7
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:3
_p7:f
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:4
_p6:5
_p7:f
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:7.8
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:8
_p1:2
_p2:8
_p3:8
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:8
_p11:4
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:120
_p11:8
_p12:8
Y:8.8
r0:0.1 r1:0.6 r2:0.3 r3:0.8 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:5
_p6:12
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:7.6
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:30
_p1:2
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:6
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.0
r0:0.1 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:120
_p6:1
_p7:o
_p8:c
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:10
_p6:1
_p7:f
_p8:c
_p9:f
_p10:1
_p11:1
_p12:1
Y:9.3
r0:0.0 r1:0.5 r2:0.2 r3:0.4 V:1
X:
_p0:8
_p1:2
_p2:32
_p3:1
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:1
_p11:1
_p12:120
Y:9.2
r0:0.1 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:8
_p1:2
_p2:32
_p3:8
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:8
_p11:4
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:12
_p6:30
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:8.0
r0:0.1 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:2
_p2:16
_p3:8
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:1
_p11:1
_p12:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:4
_p6:6
_p7:f
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:7.9
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:6
_p6:24
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:8.4
r0:0.0 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:32
_p7:o
_p8:f
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:4
_p6:20
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.5
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:6.7
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:5
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:7.9
r0:0.1 r1:0.2 r2:0.1 r3:0.2 V:1
X:
_p0:32
_p1:1
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:120
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:32
_p3:8
_p4:8
_p5:1
_p6:8
_p7:o
_p8:f
_p9:c
_p10:120
_p11:8
_p12:1
Y:9.2
r0:0.1 r1:0.5 r2:0.3 r3:0.6 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:5
_p6:120
_p7:f
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:8.7
r0:0.1 r1:0.5 r2:0.3 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:120
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:24
_p7:f
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:7.5
r0:0.1 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:5
_p1:120
_p2:1
_p3:1
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:120
_p2:1
_p3:32
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:5
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:120
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:2
_p2:1
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:10
_p4:1
_p5:1
_p6:120
_p7:f
_p8:f
_p9:o
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:24
_p2:1
_p3:1
_p4:1
_p5:32
_p6:1
_p7:f
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:16
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:8
_p6:5
_p7:f
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:8.1
r0:0.1 r1:0.3 r2:0.2 r3:0.4 V:1
TY:9.0
TV:0
| ### outputs: _p0:10
_p1:2
_p2:8
_p3:1
_p4:1
_p5:1
_p6:32
_p7:f
_p8:f
_p9:c
_p10:1
_p11:1
_p12:8
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include <math.h>
#pragma ACCEL kernel
void kernel_correlation(double float_n,double data[100][80],double corr[80][80],double mean[80],double stddev[80])
{
int i;
int j;
int k;
double eps = 0.1;
#pragma ACCEL PIPELINE auto{_p8}
#pragma ACCEL TILE FACTOR=auto{_p13}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (j = 0; j < 80; j++) {
mean[j] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p4}
for (i = 0; i < 100; i++) {
mean[j] += data[i][j];
}
mean[j] /= float_n;
}
#pragma ACCEL PIPELINE auto{_p9}
#pragma ACCEL TILE FACTOR=auto{_p14}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 80; j++) {
stddev[j] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p5}
for (i = 0; i < 100; i++) {
stddev[j] += pow(data[i][j] - mean[j],(double )2);
}
stddev[j] /= float_n;
stddev[j] = sqrt(stddev[j]);
/* The following in an inelegant but usual way to handle
near-zero std. dev. values, which below would cause a zero-
divide. */
stddev[j] = (stddev[j] <= eps?1.0 : stddev[j]);
}
/* Center and reduce the column vectors. */
#pragma ACCEL PIPELINE auto{_p10}
#pragma ACCEL TILE FACTOR=auto{_p15}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (i = 0; i < 100; i++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p6}
for (j = 0; j < 80; j++) {
data[i][j] -= mean[j];
data[i][j] /= sqrt(float_n) * stddev[j];
}
}
/* Calculate the m * m correlation matrix. */
#pragma ACCEL PIPELINE auto{_p11}
#pragma ACCEL TILE FACTOR=auto{_p16}
#pragma ACCEL PARALLEL FACTOR=auto{_p3}
for (i = 0; i < 80 - 1; i++) {
corr[i][i] = 1.0;
#pragma ACCEL PIPELINE auto{_p12}
for (j = i + 1; j < 80; j++) {
corr[i][j] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p7}
for (k = 0; k < 100; k++) {
corr[i][j] += data[k][i] * data[k][j];
}
corr[j][i] = corr[i][j];
}
}
corr[80 - 1][80 - 1] = 1.0;
}
```
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:10
_p7:25
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.4
r0:0.0 r1:0.2 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:2
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:2.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:16
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:4
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:10
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.6 r1:4.9 r2:3.0 r3:4.7 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:100
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:8.3
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:8
_p8:o
_p9:o
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:32
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.0
r0:0.2 r1:1.2 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:20
_p8:f
_p9:f
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:6.8
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:32
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.0
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:25
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:100
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:8.0
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:20
_p8:f
_p9:o
_p10:o
_p11:c
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:25
_p8:o
_p9:o
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:16
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:7.2
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:80
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:f
_p9:f
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.1
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:5
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.4
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:1
_p2:1
_p3:32
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.1
r0:0.0 r1:0.5 r2:0.3 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:32
_p4:1
_p5:32
_p6:1
_p7:1
_p8:f
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:2
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.9
r0:0.0 r1:0.3 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:32
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.8
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:25
_p3:32
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:25
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.4
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:10
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.0
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:8
_p1:8
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:2
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:6.9
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:4
_p8:o
_p9:o
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:20
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.3
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:100
_p8:o
_p9:o
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:6.3
r0:0.0 r1:0.2 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:7.2
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:20
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.1
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:20
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:1
_p3:1
_p4:32
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:8
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.5
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:8
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:1
_p7:1
_p8:c
_p9:o
_p10:f
_p11:f
_p12:o
_p13:1
_p14:1
_p15:100
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:16
_p3:32
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.0 r1:0.2 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:5
_p8:o
_p9:o
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:20
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:32
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.1
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:2
_p1:1
_p2:1
_p3:32
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.2
r0:0.0 r1:0.6 r2:0.3 r3:0.3 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:4
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:10
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.0
r0:0.0 r1:0.2 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:10
_p7:4
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:2.7
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:20
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.1
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:100
_p8:f
_p9:f
_p10:o
_p11:c
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
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_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:7.1
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:100
_p8:o
_p9:f
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:7.0
r0:0.2 r1:1.1 r2:0.7 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:8.0
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:1
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:80
_p14:80
_p15:1
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:16
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:10
_p8:f
_p9:o
_p10:o
_p11:c
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:80
_p15:1
_p16:79
Y:4.9
r0:0.0 r1:0.3 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:20
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.4
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:32
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.2
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:100
_p8:f
_p9:f
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:8.2
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:2
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:2.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:8
_p8:o
_p9:f
_p10:o
_p11:c
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:20
_p2:1
_p3:32
_p4:1
_p5:32
_p6:1
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:7.0
r0:0.2 r1:1.1 r2:0.7 r3:1.0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:32
_p4:32
_p5:32
_p6:4
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.1
r0:0.0 r1:0.5 r2:0.3 r3:0.2 V:1
X:
_p0:4
_p1:1
_p2:20
_p3:1
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:80
_p15:1
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:4
_p8:f
_p9:f
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:1
_p8:o
_p9:o
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:4
_p4:1
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:1
_p8:f
_p9:f
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.1
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:80
_p15:4
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:10
_p7:8
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:2.9
r0:0.1 r1:0.1 r2:0.0 r3:0.0 V:1
TY:4.0
TV:0
| ### outputs: _p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:16
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c
#pragma ACCEL kernel
void kernel_symm(double alpha,double beta,double C[200][240],double A[200][200],double B[200][240])
{
int i;
int j;
int k;
//BLAS PARAMS
//SIDE = 'L'
//UPLO = 'L'
// => Form C := alpha*A*B + beta*C
// A is MxM
// B is MxN
// C is MxN
//note that due to Fortran array layout, the code below more closely resembles upper triangular case in BLAS
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 200; i++) {
#pragma ACCEL PIPELINE auto{_p5}
#pragma ACCEL TILE FACTOR=auto{_p7}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 240; j++) {
double tmp = B[i][j];
#pragma ACCEL PARALLEL reduction=C FACTOR=auto{_p2}
for (k = 0; k < 200; k++) {
if (k < i) {
C[k][j] += alpha * tmp * A[i][k];
}
}
double temp2 = (double )0;
#pragma ACCEL PARALLEL reduction=temp2 FACTOR=auto{_p3}
for (k = 0; k < 200; k++) {
if (k < i) {
temp2 += B[k][j] * A[i][k];
}
}
C[i][j] = beta * C[i][j] + alpha * B[i][j] * A[i][i] + alpha * temp2;
}
}
}
```
X:
_p0:1
_p1:1
_p2:8
_p3:64
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.4
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:64
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.4
r0:0.4 r1:0.2 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:20
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.5
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:5
_p3:8
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:64
_p4:o
_p5:o
_p6:1
_p7:1
Y:-1.1
r0:0.3 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:5
_p3:32
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:200
_p3:10
_p4:o
_p5:o
_p6:1
_p7:1
Y:-3.6
r0:0.3 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:1
_p1:1
_p2:4
_p3:5
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.9
r0:0.2 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:32
_p4:c
_p5:o
_p6:1
_p7:240
Y:0.3
r0:0.2 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:25
_p1:1
_p2:8
_p3:8
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:o
_p5:f
_p6:4
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:8
_p4:c
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:6
_p2:1
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:4
_p3:1
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:240
_p2:8
_p3:8
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:200
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:32
_p3:1
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:200
_p3:2
_p4:o
_p5:o
_p6:1
_p7:1
Y:-3.8
r0:0.3 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:5
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:16
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:200
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:10
_p3:5
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.9
r0:0.2 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:o
_p5:o
_p6:1
_p7:1
Y:-2.5
r0:0.4 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:32
_p4:c
_p5:o
_p6:1
_p7:240
Y:0.3
r0:0.2 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:32
_p3:64
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.4
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:5
_p3:5
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:25
_p3:20
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:64
_p3:8
_p4:c
_p5:o
_p6:1
_p7:1
Y:-0.0
r0:0.5 r1:0.2 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:64
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.7
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:20
_p3:5
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:25
_p4:c
_p5:o
_p6:1
_p7:240
Y:-0.1
r0:0.4 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:25
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:2
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:200
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:25
_p3:8
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.6
r0:0.4 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:32
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.4
r0:0.3 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:2
_p2:16
_p3:25
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:20
_p3:4
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:64
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:32
_p3:5
_p4:o
_p5:o
_p6:1
_p7:1
Y:-0.5
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:10
_p4:c
_p5:o
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_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:10
_p4:c
_p5:o
_p6:1
_p7:1
Y:0.0
r0:0.3 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:200
_p3:20
_p4:o
_p5:o
_p6:1
_p7:1
Y:-3.6
r0:0.3 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:8
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:2
_p3:1
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:1
_p3:64
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:25
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:0.5
r0:0.2 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:16
_p3:8
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
TY:1.2
TV:1
| ### outputs: _p0:1
_p1:1
_p2:25
_p3:200
_p4:c
_p5:o
_p6:1
_p7:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void bbgemm(double m1[4096],double m2[4096],double prod[4096])
{
int i;
int k;
int j;
int jj;
int kk;
int i_row;
int k_row;
double temp_x;
double mul;
#pragma ACCEL PIPELINE auto{_p1}
#pragma ACCEL TILE FACTOR=auto{_p5}
loopjj:
/* Standardize from: for(jj = 0;jj < 64;jj += 8) {...} */
for (jj = 0; jj <= 7; jj++) {
int _in_jj = 0 + 8L * jj;
#pragma ACCEL PIPELINE auto{_p2}
#pragma ACCEL TILE FACTOR=auto{_p6}
loopkk:
/* Standardize from: for(kk = 0;kk < 64;kk += 8) {...} */
for (kk = 0; kk <= 7; kk++) {
int _in_kk = 0 + 8L * kk;
#pragma ACCEL PIPELINE auto{_p3}
#pragma ACCEL TILE FACTOR=auto{_p7}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
loopi:
for (i = 0; i < 64; ++i) {
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p8}
loopk:
for (k = 0; k < 8; ++k) {
i_row = i * 64;
k_row = (k + _in_kk) * 64;
temp_x = m1[i_row + k + _in_kk];
loopj:
for (j = 0; j < 8; ++j) {
mul = temp_x * m2[k_row + j + _in_jj];
prod[i_row + j + _in_jj] += mul;
}
}
}
}
kk = 56 + 8L;
}
jj = 56 + 8L;
}
```
X:
_p0:1
_p1:c
_p2:c
_p3:o
_p4:o
_p5:1
_p6:1
_p7:1
_p8:8
Y:10.2
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:64
_p1:o
_p2:c
_p3:c
_p4:f
_p5:4
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:c
_p2:o
_p3:o
_p4:c
_p5:1
_p6:1
_p7:1
_p8:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:c
_p2:o
_p3:o
_p4:o
_p5:1
_p6:8
_p7:1
_p8:1
Y:10.9
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:16
_p1:c
_p2:o
_p3:f
_p4:o
_p5:1
_p6:1
_p7:1
_p8:1
Y:12.7
r0:0.0 r1:0.8 r2:0.4 r3:1.6 V:0
X:
_p0:8
_p1:o
_p2:c
_p3:o
_p4:f
_p5:4
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:o
_p2:o
_p3:o
_p4:f
_p5:1
_p6:1
_p7:1
_p8:1
Y:5.3
r0:0.0 r1:0 r2:0 r3:0 V:1
X:
_p0:8
_p1:o
_p2:c
_p3:f
_p4:o
_p5:1
_p6:4
_p7:1
_p8:1
Y:8.8
r0:0.0 r1:0.4 r2:0.2 r3:0.8 V:0
X:
_p0:64
_p1:o
_p2:o
_p3:c
_p4:c
_p5:1
_p6:2
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:o
_p2:o
_p3:f
_p4:o
_p5:1
_p6:2
_p7:1
_p8:1
Y:7.9
r0:0.0 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:2
_p1:o
_p2:o
_p3:o
_p4:c
_p5:1
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:64
_p1:o
_p2:o
_p3:c
_p4:c
_p5:4
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:c
_p2:o
_p3:f
_p4:o
_p5:1
_p6:8
_p7:1
_p8:1
Y:12.7
r0:0.0 r1:0.8 r2:0.4 r3:1.6 V:0
X:
_p0:2
_p1:c
_p2:o
_p3:f
_p4:o
_p5:1
_p6:4
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:o
_p2:o
_p3:f
_p4:o
_p5:4
_p6:1
_p7:1
_p8:1
Y:10.5
r0:0.0 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:16
_p1:o
_p2:c
_p3:f
_p4:o
_p5:8
_p6:1
_p7:1
_p8:1
Y:11.3
r0:0.0 r1:0.8 r2:0.4 r3:1.6 V:0
X:
_p0:16
_p1:c
_p2:o
_p3:c
_p4:o
_p5:1
_p6:1
_p7:4
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:64
_p1:o
_p2:o
_p3:o
_p4:f
_p5:1
_p6:1
_p7:1
_p8:8
Y:5.3
r0:0.0 r1:0 r2:0 r3:0 V:1
X:
_p0:1
_p1:o
_p2:c
_p3:o
_p4:f
_p5:1
_p6:1
_p7:1
_p8:8
Y:5.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:o
_p2:c
_p3:o
_p4:o
_p5:1
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:o
_p2:c
_p3:f
_p4:o
_p5:1
_p6:4
_p7:1
_p8:1
Y:8.9
r0:0.0 r1:1.5 r2:0.9 r3:3.3 V:0
X:
_p0:16
_p1:c
_p2:o
_p3:c
_p4:o
_p5:1
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:64
_p1:o
_p2:o
_p3:c
_p4:o
_p5:1
_p6:8
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:o
_p2:c
_p3:o
_p4:c
_p5:4
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:o
_p2:f
_p3:o
_p4:o
_p5:1
_p6:1
_p7:1
_p8:1
Y:12.2
r0:0.0 r1:0.5 r2:0.3 r3:0.7 V:1
X:
_p0:64
_p1:c
_p2:c
_p3:o
_p4:f
_p5:2
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:c
_p2:c
_p3:o
_p4:f
_p5:1
_p6:1
_p7:1
_p8:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:c
_p2:o
_p3:o
_p4:f
_p5:1
_p6:1
_p7:1
_p8:8
Y:5.3
r0:0.0 r1:0 r2:0 r3:0 V:1
X:
_p0:2
_p1:o
_p2:o
_p3:o
_p4:c
_p5:1
_p6:1
_p7:1
_p8:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:c
_p2:c
_p3:f
_p4:o
_p5:1
_p6:1
_p7:1
_p8:1
Y:11.3
r0:0.0 r1:0.8 r2:0.4 r3:1.6 V:0
X:
_p0:8
_p1:o
_p2:o
_p3:o
_p4:o
_p5:4
_p6:1
_p7:1
_p8:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:c
_p2:o
_p3:f
_p4:o
_p5:1
_p6:8
_p7:1
_p8:1
Y:12.1
r0:0.0 r1:0.2 r2:0.1 r3:0.4 V:1
X:
_p0:1
_p1:o
_p2:f
_p3:o
_p4:o
_p5:4
_p6:1
_p7:1
_p8:1
Y:11.5
r0:0.0 r1:0.8 r2:0.6 r3:1.3 V:0
X:
_p0:1
_p1:c
_p2:o
_p3:o
_p4:c
_p5:1
_p6:1
_p7:1
_p8:8
Y:5.3
r0:0.0 r1:0 r2:0 r3:0 V:1
X:
_p0:64
_p1:o
_p2:o
_p3:o
_p4:c
_p5:1
_p6:1
_p7:1
_p8:8
Y:3.3
r0:0.0 r1:0 r2:0 r3:0.0 V:1
X:
_p0:8
_p1:o
_p2:o
_p3:f
_p4:o
_p5:2
_p6:1
_p7:1
_p8:1
Y:10.2
r0:0.0 r1:0.4 r2:0.2 r3:0.8 V:0
X:
_p0:16
_p1:o
_p2:o
_p3:f
_p4:o
_p5:2
_p6:1
_p7:1
_p8:1
Y:10.3
r0:0.0 r1:0.8 r2:0.4 r3:1.6 V:0
X:
_p0:64
_p1:o
_p2:c
_p3:o
_p4:f
_p5:8
_p6:1
_p7:1
_p8:1
Y:5.3
r0:0.0 r1:0 r2:0 r3:0 V:1
TY:10.2
TV:1
| ### outputs: _p0:1
_p1:o
_p2:c
_p3:f
_p4:o
_p5:1
_p6:1
_p7:1
_p8:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void kernel_jacobi_1d(int tsteps,int n,double A[120],double B[120])
{
int t;
int i;
//#pragma scop
#pragma ACCEL PIPELINE auto{_p3}
#pragma ACCEL TILE FACTOR=auto{_p4}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (t = 0; t < 40; t++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (i = 1; i < 120 - 1; i++) {
B[i] = 0.33333 * (A[i - 1] + A[i] + A[i + 1]);
}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (i = 1; i < 120 - 1; i++) {
A[i] = 0.33333 * (B[i - 1] + B[i] + B[i + 1]);
}
}
//#pragma endscop
}
```
X:
_p0:4
_p1:16
_p2:2
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:32
_p3:o
_p4:1
Y:10.2
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:32
_p1:118
_p2:2
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:40
_p1:8
_p2:32
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:32
_p2:118
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:16
_p2:8
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:40
_p1:16
_p2:2
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:2
_p2:1
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:2
_p3:o
_p4:8
Y:10.2
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:2
_p1:1
_p2:118
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:2
_p3:c
_p4:2
Y:9.1
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:10
_p1:1
_p2:8
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:1
_p2:1
_p3:f
_p4:2
Y:10.7
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:4
_p1:16
_p2:1
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:32
_p2:118
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:118
_p3:o
_p4:8
Y:11.1
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:32
_p2:4
_p3:c
_p4:8
Y:10.6
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:32
_p2:2
_p3:o
_p4:4
Y:9.9
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:32
_p3:o
_p4:2
Y:9.1
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:4
_p1:4
_p2:32
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:32
_p3:o
_p4:1
Y:11.2
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:4
_p2:8
_p3:o
_p4:4
Y:10.0
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:16
_p2:8
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:2
_p3:c
_p4:8
Y:10.3
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:16
_p3:o
_p4:1
Y:10.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:32
_p3:o
_p4:8
Y:10.7
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:2
_p1:32
_p2:32
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:8
_p3:c
_p4:8
Y:10.7
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:16
_p2:4
_p3:c
_p4:4
Y:10.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:32
_p3:c
_p4:4
Y:10.1
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:4
_p2:118
_p3:o
_p4:2
Y:9.7
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:10
_p1:32
_p2:2
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:1
_p3:c
_p4:4
Y:9.6
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:16
_p2:118
_p3:o
_p4:40
Y:11.8
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:5
_p1:1
_p2:1
_p3:f
_p4:4
Y:12.2
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:16
_p2:16
_p3:c
_p4:4
Y:10.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:118
_p2:118
_p3:o
_p4:1
Y:12.5
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:5
_p1:4
_p2:4
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
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Y:10.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:2
_p1:16
_p2:1
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:32
_p2:1
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:118
_p2:8
_p3:o
_p4:2
Y:9.7
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:c
_p4:2
Y:8.9
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:8
_p1:16
_p2:8
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:8
_p2:1
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:c
_p4:2
Y:9.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:118
_p2:118
_p3:c
_p4:1
Y:12.5
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:2
_p2:8
_p3:o
_p4:1
Y:10.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:16
_p2:32
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:118
_p2:2
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:8
_p2:2
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:4
_p2:4
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:16
_p2:16
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:16
_p3:o
_p4:1
Y:10.9
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:32
_p3:o
_p4:40
Y:11.2
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:118
_p2:4
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:32
_p3:c
_p4:2
Y:9.4
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:32
_p2:2
_p3:c
_p4:2
Y:9.4
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:2
_p2:16
_p3:o
_p4:40
Y:10.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:118
_p3:o
_p4:4
Y:10.5
r0:0.0 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:4
_p2:16
_p3:o
_p4:4
Y:10.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:1
_p2:8
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:32
_p2:8
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:8
_p2:1
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:32
_p2:1
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:32
_p3:c
_p4:2
Y:9.6
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:5
_p1:32
_p2:2
_p3:c
_p4:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:8
_p2:2
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:16
_p3:o
_p4:8
Y:10.3
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:2
_p2:118
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:1
_p3:c
_p4:4
Y:9.6
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:5
_p1:2
_p2:1
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
TY:10.8
TV:1
| ### outputs: _p0:1
_p1:32
_p2:16
_p3:c
_p4:8
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void kernel_gemm(int ni,int nj,int nk,double alpha,double beta,double C[60][70],double A[60][80],double B[80][70])
{
int i;
int j;
int k;
//BLAS PARAMS
//TRANSA = 'N'
//TRANSB = 'N'
// => Form C := alpha*A*B + beta*C,
//A is NIxNK
//B is NKxNJ
//C is NIxNJ
#pragma scop
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 60; i++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 70; j++) {
C[i][j] *= beta;
}
#pragma ACCEL PIPELINE auto{_p5}
#pragma ACCEL TILE FACTOR=auto{_p7}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (k = 0; k < 80; k++) {
#pragma ACCEL PARALLEL reduction=C FACTOR=auto{_p3}
for (j = 0; j < 70; j++) {
C[i][j] += alpha * A[i][k] * B[k][j];
}
}
}
#pragma endscop
}
```
X:
_p0:20
_p1:32
_p2:16
_p3:1
_p4:c
_p5:f
_p6:1
_p7:1
Y:9.6
r0:0.0 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:2
_p2:32
_p3:70
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:32
_p3:70
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:4
_p4:o
_p5:c
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:80
Y:5.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:2
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.7
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:3
_p1:32
_p2:1
_p3:1
_p4:c
_p5:f
_p6:2
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:10
_p3:14
_p4:o
_p5:o
_p6:1
_p7:2
Y:6.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:5
_p1:2
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:10
_p3:1
_p4:c
_p5:f
_p6:4
_p7:1
Y:10.0
r0:0.0 r1:0.2 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:2
_p4:o
_p5:o
_p6:1
_p7:1
Y:5.1
r0:0.0 r1:0 r2:0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:10
_p4:o
_p5:o
_p6:1
_p7:1
Y:6.0
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:15
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:4
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:8.8
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:30
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:5
_p3:10
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.5
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:5
_p2:32
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:15
_p1:32
_p2:10
_p3:1
_p4:o
_p5:f
_p6:4
_p7:1
Y:9.7
r0:0.0 r1:0.2 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:2
_p2:1
_p3:70
_p4:o
_p5:o
_p6:1
_p7:1
Y:8.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:1
_p3:1
_p4:o
_p5:f
_p6:60
_p7:1
Y:8.3
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:32
_p1:8
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:80
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:10
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:9.7
r0:0.0 r1:0.2 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:2
_p3:70
_p4:o
_p5:o
_p6:1
_p7:1
Y:8.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:10
_p4:o
_p5:c
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:20
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:4
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:4
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:8.9
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:6
_p1:32
_p2:1
_p3:1
_p4:o
_p5:f
_p6:2
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:4
_p3:2
_p4:o
_p5:c
_p6:1
_p7:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:20
_p1:1
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:4
_p3:2
_p4:o
_p5:o
_p6:1
_p7:2
Y:2.9
r0:0.0 r1:0.0 r2:0 r3:0.0 V:1
X:
_p0:1
_p1:4
_p2:5
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:8
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:9.7
r0:0.0 r1:0.2 r2:0.1 r3:0.2 V:1
X:
_p0:6
_p1:2
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:1
Y:5.1
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:4
_p3:5
_p4:o
_p5:o
_p6:1
_p7:2
Y:4.1
r0:0.0 r1:0.0 r2:0 r3:0.0 V:1
X:
_p0:3
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:2
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:16
_p3:1
_p4:o
_p5:f
_p6:4
_p7:1
Y:10.0
r0:0.0 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:20
_p1:16
_p2:16
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:9.6
r0:0.0 r1:0.4 r2:0.2 r3:0.4 V:1
TY:9.3
TV:1
| ### outputs: _p0:1
_p1:1
_p2:8
_p3:70
_p4:o
_p5:c
_p6:1
_p7:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c
#pragma ACCEL kernel
void kernel_gesummv(double alpha,double beta,double A[250][250],double B[250][250],double tmp[250],double x[250],double y[250])
{
int i;
int j;
#pragma ACCEL PIPELINE auto{_p2}
#pragma ACCEL TILE FACTOR=auto{_p3}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 250; i++) {
tmp[i] = 0.0;
y[i] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 250; j++) {
tmp[i] += A[i][j] * x[j];
y[i] += B[i][j] * x[j];
}
y[i] = alpha * tmp[i] + beta * y[i];
}
}
```
X:
_p0:1
_p1:1
_p2:f
_p3:250
Y:8.3
r0:0.2 r1:0.4 r2:0.2 r3:0.8 V:0
X:
_p0:1
_p1:1
_p2:o
_p3:250
Y:4.8
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:10
_p1:16
_p2:o
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:1
_p2:f
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:4
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:5
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:10
_p2:o
_p3:250
Y:7.0
r0:0.2 r1:0.0 r2:0 r3:0 V:1
X:
_p0:25
_p1:32
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:4
_p2:o
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:o
_p3:1
Y:6.2
r0:0.1 r1:0.0 r2:0 r3:0.0 V:1
X:
_p0:4
_p1:32
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:25
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:10
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:1
_p2:f
_p3:4
Y:8.2
r0:0.5 r1:1.2 r2:0.8 r3:2.4 V:0
X:
_p0:1
_p1:2
_p2:o
_p3:1
Y:5.7
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:250
_p1:2
_p2:o
_p3:1
Y:8.3
r0:1.0 r1:0.4 r2:0.3 r3:0.7 V:0
X:
_p0:250
_p1:1
_p2:o
_p3:1
Y:8.2
r0:0.7 r1:0.4 r2:0.2 r3:0.7 V:1
X:
_p0:10
_p1:8
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:1
_p2:f
_p3:2
Y:8.2
r0:0.0 r1:3.4 r2:2.2 r3:7.2 V:0
X:
_p0:10
_p1:250
_p2:o
_p3:1
Y:8.3
r0:0.0 r1:3.9 r2:2.3 r3:8.0 V:0
X:
_p0:2
_p1:1
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:4
_p2:c
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:25
_p1:2
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:16
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:25
_p1:8
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:25
_p2:o
_p3:250
Y:6.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:250
_p1:5
_p2:c
_p3:1
Y:7.3
r0:0.0 r1:0.9 r2:0.7 r3:0.8 V:0
X:
_p0:8
_p1:32
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:250
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:o
_p3:250
Y:6.1
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:5
_p1:250
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:250
_p2:c
_p3:1
Y:8.3
r0:0.0 r1:2.0 r2:1.2 r3:4.0 V:0
X:
_p0:2
_p1:1
_p2:f
_p3:8
Y:8.2
r0:0.5 r1:1.1 r2:0.7 r3:2.4 V:0
X:
_p0:1
_p1:1
_p2:f
_p3:1
Y:8.3
r0:0.2 r1:0.4 r2:0.2 r3:0.8 V:0
X:
_p0:8
_p1:16
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:o
_p3:1
Y:4.8
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:8
_p1:250
_p2:c
_p3:1
Y:8.3
r0:0.0 r1:3.3 r2:2.0 r3:6.4 V:0
X:
_p0:32
_p1:16
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:10
_p2:c
_p3:250
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:16
_p2:c
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:2
_p2:c
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:1
_p2:f
_p3:1
Y:8.3
r0:0.0 r1:2.0 r2:1.2 r3:4.0 V:0
X:
_p0:1
_p1:25
_p2:o
_p3:1
Y:6.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:250
_p1:5
_p2:o
_p3:1
Y:7.3
r0:0.0 r1:0.9 r2:0.7 r3:0.8 V:0
X:
_p0:1
_p1:32
_p2:o
_p3:1
Y:7.3
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:25
_p1:250
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:10
_p2:o
_p3:1
Y:7.0
r0:0.2 r1:0.0 r2:0 r3:0 V:1
X:
_p0:8
_p1:1
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:250
_p2:c
_p3:1
Y:8.3
r0:0.0 r1:1.7 r2:1.1 r3:3.2 V:0
X:
_p0:5
_p1:1
_p2:f
_p3:8
Y:7.9
r0:0.0 r1:2.1 r2:1.3 r3:4.2 V:0
X:
_p0:1
_p1:2
_p2:o
_p3:250
Y:5.7
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:5
_p2:c
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:f
_p3:1
Y:8.3
r0:0.0 r1:3.3 r2:2.0 r3:6.4 V:0
X:
_p0:2
_p1:250
_p2:o
_p3:1
Y:8.3
r0:0.5 r1:0.7 r2:0.5 r3:1.6 V:0
X:
_p0:5
_p1:8
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:250
_p2:c
_p3:1
Y:8.3
r0:0.0 r1:3.9 r2:2.3 r3:8.0 V:0
X:
_p0:10
_p1:1
_p2:f
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:8
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:250
_p2:o
_p3:1
Y:8.3
r0:0.0 r1:3.3 r2:2.0 r3:6.4 V:0
X:
_p0:2
_p1:250
_p2:c
_p3:1
Y:8.3
r0:0.5 r1:0.7 r2:0.5 r3:1.6 V:0
X:
_p0:4
_p1:1
_p2:f
_p3:4
Y:8.1
r0:0.0 r1:1.4 r2:1.0 r3:3.5 V:0
X:
_p0:8
_p1:1
_p2:f
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:1
_p2:f
_p3:1
Y:8.3
r0:0.0 r1:3.9 r2:2.3 r3:8.0 V:0
X:
_p0:1
_p1:8
_p2:c
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:f
_p3:4
Y:8.1
r0:0.0 r1:2.2 r2:1.6 r3:5.6 V:0
X:
_p0:32
_p1:10
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:250
_p2:o
_p3:1
Y:8.3
r0:0.2 r1:0.4 r2:0.2 r3:0.8 V:0
X:
_p0:25
_p1:32
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:16
_p2:o
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:32
_p2:c
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:16
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:o
_p3:250
Y:7.1
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:250
_p1:2
_p2:c
_p3:1
Y:8.3
r0:1.0 r1:0.4 r2:0.3 r3:0.7 V:0
X:
_p0:1
_p1:1
_p2:f
_p3:8
Y:8.2
r0:0.2 r1:0.8 r2:0.6 r3:1.6 V:0
X:
_p0:1
_p1:250
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:4
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:2
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:25
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:o
_p3:250
Y:7.3
r0:0.0 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:16
_p1:10
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:4
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:1
_p2:f
_p3:2
Y:8.2
r0:0.0 r1:1.2 r2:0.9 r3:3.4 V:0
X:
_p0:4
_p1:250
_p2:o
_p3:1
Y:8.3
r0:0.0 r1:1.7 r2:1.1 r3:3.2 V:0
X:
_p0:10
_p1:2
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:1
_p2:f
_p3:1
Y:8.3
r0:0.0 r1:1.7 r2:1.1 r3:3.2 V:0
X:
_p0:1
_p1:16
_p2:o
_p3:1
Y:7.0
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:250
_p2:c
_p3:1
Y:8.3
r0:0.2 r1:0.4 r2:0.2 r3:0.8 V:0
X:
_p0:1
_p1:5
_p2:o
_p3:250
Y:6.2
r0:0.1 r1:0.0 r2:0 r3:0.0 V:1
X:
_p0:250
_p1:1
_p2:c
_p3:1
Y:8.2
r0:0.7 r1:0.4 r2:0.2 r3:0.7 V:1
X:
_p0:2
_p1:2
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:o
_p3:1
Y:6.6
r0:0.1 r1:0.0 r2:0 r3:0 V:1
X:
_p0:2
_p1:8
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:o
_p3:1
Y:6.1
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:4
_p1:1
_p2:f
_p3:8
Y:8.1
r0:0.0 r1:1.4 r2:1.0 r3:3.5 V:0
X:
_p0:1
_p1:8
_p2:o
_p3:250
Y:6.6
r0:0.1 r1:0.0 r2:0 r3:0 V:1
X:
_p0:5
_p1:10
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:25
_p1:16
_p2:c
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:2
_p2:o
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:1
_p2:f
_p3:1
Y:8.3
r0:0.5 r1:0.7 r2:0.5 r3:1.6 V:0
X:
_p0:5
_p1:250
_p2:o
_p3:1
Y:8.3
r0:0.0 r1:2.0 r2:1.2 r3:4.0 V:0
TY:8.0
TV:0
| ### outputs: _p0:5
_p1:1
_p2:f
_p3:4
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #pragma ACCEL kernel
void kernel_atax(int m,int n,double A[116][124],double x[124],double y[124],double tmp[116])
{
int i;
int j;
for (i = 0; i < 124; i++)
y[i] = ((double )0);
#pragma ACCEL PIPELINE auto{_p3}
#pragma ACCEL TILE FACTOR=auto{_p4}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 116; i++) {
tmp[i] = 0.0;
#pragma ACCEL PARALLEL reduction=tmp FACTOR=auto{_p1}
for (j = 0; j < 124; j++) {
tmp[i] += A[i][j] * x[j];
}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (j = 0; j < 124; j++) {
y[j] += A[i][j] * tmp[i];
}
}
}
```
X:
_p0:1
_p1:124
_p2:31
_p3:o
_p4:1
Y:8.1
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:4
_p2:8
_p3:o
_p4:116
Y:8.0
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:1
_p2:1
_p3:f
_p4:1
Y:10.9
r0:0.0 r1:0.7 r2:0.2 r3:0.3 V:1
X:
_p0:1
_p1:124
_p2:4
_p3:o
_p4:116
Y:9.1
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:f
_p4:8
Y:9.8
r0:0.1 r1:0.1 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:32
_p2:2
_p3:o
_p4:1
Y:8.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:2
_p3:o
_p4:116
Y:6.8
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:8
_p1:32
_p2:32
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:2
_p3:o
_p4:116
Y:8.4
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:31
_p3:o
_p4:116
Y:6.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:4
_p2:2
_p3:o
_p4:116
Y:8.0
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:2
_p2:16
_p3:o
_p4:1
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:1
_p3:o
_p4:116
Y:7.8
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:31
_p2:1
_p3:o
_p4:116
Y:7.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:32
_p1:4
_p2:1
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:124
_p3:c
_p4:116
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:4
_p3:o
_p4:1
Y:8.2
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:124
_p2:124
_p3:c
_p4:116
Y:11.2
r0:0.1 r1:0.4 r2:0.2 r3:0.2 V:1
X:
_p0:29
_p1:1
_p2:16
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:1
_p3:o
_p4:116
Y:8.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:124
_p3:o
_p4:1
Y:8.4
r0:0.1 r1:0.5 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:32
_p2:2
_p3:o
_p4:116
Y:8.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:2
_p1:124
_p2:124
_p3:o
_p4:1
Y:10.9
r0:0.0 r1:0.6 r2:0.1 r3:0.2 V:1
X:
_p0:2
_p1:31
_p2:4
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:31
_p3:o
_p4:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:32
_p3:o
_p4:116
Y:8.1
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:124
_p2:8
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:31
_p3:o
_p4:116
Y:7.4
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:16
_p3:o
_p4:116
Y:8.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:2
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:1
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:8
_p3:o
_p4:116
Y:8.4
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:124
_p2:32
_p3:o
_p4:116
Y:8.6
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:31
_p3:o
_p4:1
Y:6.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:31
_p2:16
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:31
_p3:o
_p4:1
Y:7.2
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:124
_p2:1
_p3:o
_p4:1
Y:8.4
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:16
_p2:32
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:f
_p4:1
Y:11.0
r0:0.0 r1:0.9 r2:0.5 r3:0.6 V:0
X:
_p0:1
_p1:4
_p2:8
_p3:o
_p4:1
Y:8.0
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:31
_p3:c
_p4:116
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:4
_p3:o
_p4:1
Y:8.2
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:2
_p1:1
_p2:32
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:31
_p3:o
_p4:1
Y:8.0
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:16
_p3:o
_p4:1
Y:8.4
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:2
_p3:c
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:124
_p3:o
_p4:116
Y:8.9
r0:0.1 r1:0.5 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:2
_p2:16
_p3:o
_p4:116
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:2
_p3:o
_p4:1
Y:8.1
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:124
_p2:124
_p3:o
_p4:1
Y:10.8
r0:0.1 r1:0.5 r2:0.1 r3:0.1 V:1
X:
_p0:29
_p1:16
_p2:2
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:124
_p3:o
_p4:1
Y:8.9
r0:0.1 r1:0.5 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:2
_p2:2
_p3:o
_p4:116
Y:7.3
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:124
_p2:8
_p3:o
_p4:1
Y:8.8
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:8
_p2:2
_p3:o
_p4:116
Y:8.1
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:31
_p2:32
_p3:o
_p4:1
Y:7.5
r0:0.1 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:2
_p2:4
_p3:o
_p4:116
Y:7.6
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:2
_p2:1
_p3:o
_p4:116
Y:7.3
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:4
_p2:124
_p3:o
_p4:1
Y:8.4
r0:0.1 r1:0.6 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:16
_p2:32
_p3:o
_p4:1
Y:8.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:8
_p3:o
_p4:1
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:31
_p2:4
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:124
_p2:124
_p3:o
_p4:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:8
_p3:o
_p4:116
Y:8.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:2
_p1:1
_p2:1
_p3:f
_p4:1
Y:10.9
r0:0.0 r1:0.6 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:31
_p2:2
_p3:o
_p4:116
Y:7.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:124
_p2:8
_p3:o
_p4:116
Y:7.7
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:32
_p1:2
_p2:4
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:16
_p3:o
_p4:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:124
_p3:o
_p4:1
Y:8.0
r0:0.1 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:31
_p2:8
_p3:o
_p4:1
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:124
_p3:o
_p4:1
Y:8.8
r0:0.1 r1:0.6 r2:0.1 r3:0.2 V:1
X:
_p0:29
_p1:1
_p2:1
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:124
_p2:124
_p3:o
_p4:1
Y:10.9
r0:0.0 r1:0.7 r2:0.2 r3:0.3 V:1
X:
_p0:2
_p1:4
_p2:16
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:31
_p3:o
_p4:1
Y:7.6
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:31
_p3:o
_p4:116
Y:7.2
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:124
_p2:8
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:32
_p3:o
_p4:1
Y:8.6
r0:0.1 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:1
_p1:31
_p2:31
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:124
_p3:o
_p4:116
Y:8.8
r0:0.1 r1:0.6 r2:0.1 r3:0.2 V:1
X:
_p0:16
_p1:16
_p2:2
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:8
_p3:o
_p4:116
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:124
_p2:124
_p3:c
_p4:1
Y:10.9
r0:0.0 r1:0.7 r2:0.2 r3:0.3 V:1
X:
_p0:4
_p1:16
_p2:32
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:32
_p3:o
_p4:1
Y:8.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:2
_p2:2
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:16
_p3:o
_p4:116
Y:8.3
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:124
_p2:8
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:8
_p2:32
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:8
_p2:2
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:16
_p3:o
_p4:1
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:16
_p1:32
_p2:1
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:8
_p3:o
_p4:1
Y:8.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:8
_p3:o
_p4:1
Y:8.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:16
_p1:4
_p2:2
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:31
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:16
_p2:4
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:f
_p4:116
Y:10.8
r0:0.1 r1:0.5 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:8
_p2:8
_p3:o
_p4:116
Y:8.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:32
_p3:o
_p4:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:4
_p2:4
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:8
_p2:8
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:32
_p2:32
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:4
_p3:o
_p4:116
Y:8.2
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:8
_p2:16
_p3:o
_p4:1
Y:8.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:29
_p1:16
_p2:2
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:124
_p2:2
_p3:o
_p4:116
Y:8.8
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:31
_p2:31
_p3:o
_p4:116
Y:8.0
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:31
_p3:o
_p4:1
Y:7.3
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:16
_p3:o
_p4:1
Y:6.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:31
_p2:124
_p3:o
_p4:116
Y:8.0
r0:0.1 r1:0.1 r2:0.1 r3:0.2 V:1
X:
_p0:4
_p1:2
_p2:8
_p3:c
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:124
_p2:2
_p3:o
_p4:1
Y:8.8
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:4
_p1:1
_p2:1
_p3:f
_p4:4
Y:10.4
r0:0.0 r1:0.3 r2:0.3 r3:0.3 V:1
X:
_p0:1
_p1:4
_p2:1
_p3:o
_p4:1
Y:7.8
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:4
_p2:32
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:31
_p3:o
_p4:116
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:31
_p2:16
_p3:o
_p4:116
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:4
_p1:1
_p2:1
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:31
_p2:2
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:31
_p2:4
_p3:o
_p4:116
Y:7.9
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:2
_p1:8
_p2:32
_p3:o
_p4:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:124
_p2:32
_p3:o
_p4:1
Y:8.6
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:16
_p2:16
_p3:o
_p4:116
Y:8.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:4
_p3:o
_p4:1
Y:8.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:o
_p4:1
Y:7.8
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:4
_p1:8
_p2:1
_p3:c
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:32
_p3:o
_p4:1
Y:8.1
r0:0.0 r1:0.1 r2:0.0 r3:0.1 V:1
X:
_p0:2
_p1:2
_p2:8
_p3:o
_p4:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:124
_p2:124
_p3:c
_p4:1
Y:10.9
r0:0.0 r1:0.6 r2:0.1 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:4
_p3:o
_p4:1
Y:6.9
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:124
_p2:32
_p3:c
_p4:116
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:1
_p2:4
_p3:o
_p4:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:124
_p2:31
_p3:o
_p4:116
Y:8.1
r0:0.1 r1:0.1 r2:0.0 r3:0.2 V:1
X:
_p0:1
_p1:124
_p2:124
_p3:o
_p4:116
Y:10.8
r0:0.1 r1:0.5 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:124
_p2:4
_p3:o
_p4:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:8
_p3:o
_p4:116
Y:7.5
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
TY:10.8
TV:1
| ### outputs: _p0:1
_p1:1
_p2:1
_p3:f
_p4:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void kernel_gesummv(int n,double alpha,double beta,double A[90][90],double B[90][90],double tmp[90],double x[90],double y[90])
{
int i;
int j;
#pragma scop
#pragma ACCEL PIPELINE auto{_p2}
#pragma ACCEL TILE FACTOR=auto{_p3}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 90; i++) {
tmp[i] = 0.0;
y[i] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 90; j++) {
tmp[i] = A[i][j] * x[j] + tmp[i];
y[i] = B[i][j] * x[j] + y[i];
}
y[i] = alpha * tmp[i] + beta * y[i];
}
#pragma endscop
}
```
X:
_p0:6
_p1:1
_p2:f
_p3:4
Y:11.0
r0:0.0 r1:1.0 r2:0.6 r3:2.0 V:0
X:
_p0:9
_p1:1
_p2:f
_p3:2
Y:11.0
r0:0.0 r1:0.6 r2:0.4 r3:1.3 V:0
X:
_p0:3
_p1:10
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:9
_p2:o
_p3:90
Y:9.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:6
_p1:1
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:9
_p1:90
_p2:c
_p3:4
Y:10.7
r0:0.0 r1:0.7 r2:0.5 r3:1.5 V:0
X:
_p0:15
_p1:16
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:10
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:90
_p2:o
_p3:2
Y:10.9
r0:0.0 r1:0.7 r2:0.5 r3:1.5 V:0
X:
_p0:3
_p1:90
_p2:c
_p3:4
Y:10.9
r0:0.0 r1:0.6 r2:0.4 r3:1.2 V:0
X:
_p0:3
_p1:90
_p2:o
_p3:1
Y:11.1
r0:0.0 r1:0.4 r2:0.3 r3:0.9 V:0
X:
_p0:18
_p1:15
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:32
_p1:16
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
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X:
_p0:16
_p1:30
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:9
_p1:8
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:18
_p1:9
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:9
_p1:90
_p2:o
_p3:8
Y:10.7
r0:0.0 r1:0.8 r2:0.5 r3:1.6 V:0
X:
_p0:30
_p1:3
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:1
_p2:f
_p3:1
Y:11.1
r0:0.0 r1:0.7 r2:0.4 r3:1.4 V:0
X:
_p0:6
_p1:1
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:3
_p2:c
_p3:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:9
_p1:90
_p2:o
_p3:2
Y:11.0
r0:0.0 r1:0.6 r2:0.4 r3:1.3 V:0
X:
_p0:4
_p1:18
_p2:o
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:16
_p2:o
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:6
_p1:1
_p2:f
_p3:8
Y:11.0
r0:0.0 r1:1.0 r2:0.6 r3:2.0 V:0
X:
_p0:4
_p1:90
_p2:o
_p3:8
Y:11.0
r0:0.0 r1:0.7 r2:0.4 r3:1.4 V:0
X:
_p0:2
_p1:90
_p2:o
_p3:1
Y:11.1
r0:0.0 r1:0.3 r2:0.2 r3:0.6 V:1
X:
_p0:2
_p1:18
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:16
_p1:1
_p2:f
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:90
_p1:6
_p2:o
_p3:1
Y:11.1
r0:0.0 r1:0.4 r2:0.3 r3:0.4 V:1
X:
_p0:3
_p1:9
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:6
_p2:o
_p3:90
Y:9.4
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:30
_p1:1
_p2:f
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:1
_p2:f
_p3:2
Y:10.9
r0:0.0 r1:0.8 r2:0.6 r3:1.8 V:0
X:
_p0:1
_p1:1
_p2:o
_p3:1
Y:7.7
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:3
_p1:90
_p2:c
_p3:8
Y:11.0
r0:0.0 r1:0.6 r2:0.4 r3:1.2 V:0
X:
_p0:8
_p1:90
_p2:c
_p3:1
Y:11.1
r0:0.0 r1:1.2 r2:0.7 r3:2.3 V:0
X:
_p0:9
_p1:90
_p2:c
_p3:8
Y:10.7
r0:0.0 r1:0.8 r2:0.5 r3:1.6 V:0
X:
_p0:5
_p1:90
_p2:o
_p3:2
Y:10.9
r0:0.0 r1:0.7 r2:0.4 r3:1.4 V:0
X:
_p0:90
_p1:8
_p2:o
_p3:1
Y:10.2
r0:0.0 r1:0.6 r2:0.4 r3:0.6 V:1
X:
_p0:30
_p1:32
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:1
_p2:f
_p3:4
Y:10.9
r0:0.0 r1:0.9 r2:0.5 r3:1.7 V:0
X:
_p0:1
_p1:30
_p2:o
_p3:1
Y:9.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:5
_p1:16
_p2:c
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:90
_p1:5
_p2:c
_p3:1
Y:10.1
r0:0.0 r1:0.3 r2:0.2 r3:0.3 V:1
X:
_p0:90
_p1:8
_p2:c
_p3:1
Y:10.2
r0:0.0 r1:0.6 r2:0.4 r3:0.6 V:1
X:
_p0:1
_p1:90
_p2:o
_p3:90
Y:11.1
r0:0.1 r1:0.1 r2:0.1 r3:0.3 V:1
X:
_p0:8
_p1:1
_p2:f
_p3:1
Y:11.1
r0:0.0 r1:1.2 r2:0.7 r3:2.3 V:0
X:
_p0:90
_p1:4
_p2:c
_p3:1
Y:10.2
r0:0.0 r1:0.4 r2:0.2 r3:0.3 V:1
X:
_p0:1
_p1:1
_p2:f
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:90
_p1:4
_p2:o
_p3:1
Y:10.2
r0:0.0 r1:0.4 r2:0.2 r3:0.3 V:1
X:
_p0:3
_p1:90
_p2:c
_p3:2
Y:10.8
r0:0.0 r1:0.4 r2:0.3 r3:0.9 V:0
X:
_p0:1
_p1:3
_p2:o
_p3:90
Y:8.6
r0:0.0 r1:0.0 r2:0 r3:0.0 V:1
X:
_p0:3
_p1:6
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:3
_p2:o
_p3:1
Y:8.6
r0:0.0 r1:0.0 r2:0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:c
_p3:90
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:9
_p1:90
_p2:c
_p3:1
Y:11.1
r0:0.0 r1:1.3 r2:0.8 r3:2.6 V:0
X:
_p0:32
_p1:30
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:90
_p2:c
_p3:8
Y:10.9
r0:0.0 r1:0.4 r2:0.3 r3:0.9 V:0
X:
_p0:15
_p1:5
_p2:o
_p3:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:3
_p1:90
_p2:o
_p3:4
Y:10.9
r0:0.0 r1:0.6 r2:0.4 r3:1.2 V:0
X:
_p0:3
_p1:1
_p2:f
_p3:4
Y:10.9
r0:0.0 r1:0.6 r2:0.4 r3:1.2 V:0
X:
_p0:1
_p1:32
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:90
_p2:c
_p3:4
Y:10.9
r0:0.0 r1:0.9 r2:0.5 r3:1.7 V:0
X:
_p0:4
_p1:1
_p2:c
_p3:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:o
_p3:90
Y:9.2
r0:0.1 r1:0.0 r2:0.0 r3:0.1 V:1
X:
_p0:2
_p1:6
_p2:c
_p3:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:9
_p2:o
_p3:1
Y:9.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:o
_p3:90
Y:8.5
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:90
_p2:c
_p3:8
Y:11.0
r0:0.0 r1:0.9 r2:0.5 r3:1.7 V:0
X:
_p0:1
_p1:5
_p2:o
_p3:1
Y:8.9
r0:0.0 r1:0.0 r2:0 r3:0.0 V:1
TY:10.7
TV:0
| ### outputs: _p0:8
_p1:1
_p2:f
_p3:8
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include <math.h>
#pragma ACCEL kernel
void kernel_correlation(double float_n,double data[100][80],double corr[80][80],double mean[80],double stddev[80])
{
int i;
int j;
int k;
double eps = 0.1;
#pragma ACCEL PIPELINE auto{_p8}
#pragma ACCEL TILE FACTOR=auto{_p13}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (j = 0; j < 80; j++) {
mean[j] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p4}
for (i = 0; i < 100; i++) {
mean[j] += data[i][j];
}
mean[j] /= float_n;
}
#pragma ACCEL PIPELINE auto{_p9}
#pragma ACCEL TILE FACTOR=auto{_p14}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 80; j++) {
stddev[j] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p5}
for (i = 0; i < 100; i++) {
stddev[j] += pow(data[i][j] - mean[j],(double )2);
}
stddev[j] /= float_n;
stddev[j] = sqrt(stddev[j]);
/* The following in an inelegant but usual way to handle
near-zero std. dev. values, which below would cause a zero-
divide. */
stddev[j] = (stddev[j] <= eps?1.0 : stddev[j]);
}
/* Center and reduce the column vectors. */
#pragma ACCEL PIPELINE auto{_p10}
#pragma ACCEL TILE FACTOR=auto{_p15}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (i = 0; i < 100; i++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p6}
for (j = 0; j < 80; j++) {
data[i][j] -= mean[j];
data[i][j] /= sqrt(float_n) * stddev[j];
}
}
/* Calculate the m * m correlation matrix. */
#pragma ACCEL PIPELINE auto{_p11}
#pragma ACCEL TILE FACTOR=auto{_p16}
#pragma ACCEL PARALLEL FACTOR=auto{_p3}
for (i = 0; i < 80 - 1; i++) {
corr[i][i] = 1.0;
#pragma ACCEL PIPELINE auto{_p12}
for (j = i + 1; j < 80; j++) {
corr[i][j] = 0.0;
#pragma ACCEL PARALLEL FACTOR=auto{_p7}
for (k = 0; k < 100; k++) {
corr[i][j] += data[k][i] * data[k][j];
}
corr[j][i] = corr[i][j];
}
}
corr[80 - 1][80 - 1] = 1.0;
}
```
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:16
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:10
_p7:20
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.3
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:16
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.9
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:20
_p8:o
_p9:f
_p10:o
_p11:c
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:6.3
r0:0.0 r1:0.2 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:100
_p8:f
_p9:o
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:16
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.3 r2:0.8 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:32
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:10
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:80
_p14:80
_p15:1
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:100
_p16:79
Y:4.9
r0:0.0 r1:0.3 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:25
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.5
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:16
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:8
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:80
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:25
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.4
r0:0.0 r1:0.3 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:16
_p8:o
_p9:f
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:5
_p8:f
_p9:f
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:16
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.3 r2:0.8 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:2
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:100
_p8:f
_p9:f
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:8.3
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:10
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:100
_p8:f
_p9:f
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
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_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:80
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:8
_p8:o
_p9:o
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:100
_p8:o
_p9:o
_p10:f
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:20
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.3
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:25
_p8:o
_p9:o
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:1
_p2:1
_p3:32
_p4:32
_p5:32
_p6:1
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.1
r0:0.0 r1:0.5 r2:0.3 r3:0.2 V:1
X:
_p0:4
_p1:1
_p2:1
_p3:1
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:79
Y:5.0
r0:0.0 r1:0.5 r2:0.2 r3:0.4 V:1
X:
_p0:8
_p1:1
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:79
Y:4.9
r0:0.0 r1:0.3 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:1
_p3:32
_p4:32
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:100
_p8:f
_p9:f
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:8.0
r0:0.2 r1:1.2 r2:0.6 r3:1.0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:16
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.9
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:32
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:4
_p1:1
_p2:16
_p3:32
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:32
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:2
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:2.5
r0:0.0 r1:0.3 r2:0.1 r3:0.0 V:1
X:
_p0:8
_p1:4
_p2:1
_p3:1
_p4:32
_p5:32
_p6:8
_p7:1
_p8:c
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:79
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:8
_p1:80
_p2:1
_p3:32
_p4:32
_p5:32
_p6:1
_p7:1
_p8:o
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:100
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:16
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:10
_p8:o
_p9:f
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:2
_p4:1
_p5:32
_p6:1
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.9
r0:0.0 r1:0.3 r2:0.2 r3:0.2 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:2
_p8:f
_p9:o
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:16
_p7:100
_p8:o
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:6.3
r0:0.0 r1:0.4 r2:0.2 r3:0.1 V:1
X:
_p0:8
_p1:1
_p2:1
_p3:32
_p4:1
_p5:32
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:5.2
r0:0.0 r1:1.0 r2:0.4 r3:0.5 V:0
X:
_p0:1
_p1:80
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:o
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:25
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.4
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:5
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.5
r0:0.0 r1:0.3 r2:0.1 r3:0.0 V:1
X:
_p0:32
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:f
_p9:o
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:2
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:2.5
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:5
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:1
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:1.6
r0:0.2 r1:1.4 r2:0.8 r3:1.1 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:5
_p7:2
_p8:f
_p9:f
_p10:o
_p11:c
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:8
_p7:1
_p8:f
_p9:o
_p10:o
_p11:o
_p12:f
_p13:1
_p14:1
_p15:1
_p16:1
Y:6.9
r0:0.0 r1:0.3 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:16
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:3.9
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:20
_p8:f
_p9:f
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.4
r0:0.2 r1:1.1 r2:0.7 r3:0.9 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:o
_p9:f
_p10:o
_p11:c
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:1
_p8:o
_p9:o
_p10:o
_p11:f
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
Y:4.7
r0:0.0 r1:0.2 r2:0.1 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:2
_p7:4
_p8:f
_p9:o
_p10:o
_p11:o
_p12:c
_p13:1
_p14:1
_p15:1
_p16:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
TY:6.9
TV:1
| ### outputs: _p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:4
_p7:100
_p8:f
_p9:o
_p10:o
_p11:o
_p12:o
_p13:1
_p14:1
_p15:1
_p16:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c
#pragma ACCEL kernel
void kernel_symm(double alpha,double beta,double C[60][80],double A[60][60],double B[60][80])
{
int i;
int j;
int k;
//BLAS PARAMS
//SIDE = 'L'
//UPLO = 'L'
// => Form C := alpha*A*B + beta*C
// A is MxM
// B is MxN
// C is MxN
//note that due to Fortran array layout, the code below more closely resembles upper triangular case in BLAS
#pragma ACCEL PIPELINE auto{_p3}
#pragma ACCEL TILE FACTOR=auto{_p5}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 60; i++) {
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 80; j++) {
double temp2 = ((double )0);
#pragma ACCEL PARALLEL reduction=temp2 FACTOR=auto{_p2}
for (k = 0; k < 60; k++) {
if (k < i) {
C[k][j] += alpha * B[i][j] * A[i][k];
temp2 += B[k][j] * A[i][k];
}
}
C[i][j] = beta * C[i][j] + alpha * B[i][j] * A[i][i] + alpha * temp2;
}
}
}
```
X:
_p0:1
_p1:1
_p2:20
_p3:o
_p4:o
_p5:1
_p6:1
Y:4.6
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:4
_p2:1
_p3:o
_p4:f
_p5:1
_p6:2
Y:2.5
r0:0.0 r1:0.4 r2:0.8 r3:0.5 V:0
X:
_p0:1
_p1:8
_p2:16
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:10
_p2:2
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:1
_p3:o
_p4:f
_p5:1
_p6:4
Y:5.8
r0:0.0 r1:1.0 r2:1.8 r3:0.8 V:0
X:
_p0:1
_p1:5
_p2:3
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:32
_p3:o
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:1
_p3:o
_p4:f
_p5:1
_p6:4
Y:2.0
r0:0.0 r1:0.2 r2:0.5 r3:0.2 V:1
X:
_p0:15
_p1:1
_p2:1
_p3:f
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:30
_p3:o
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:60
_p3:o
_p4:c
_p5:1
_p6:1
Y:9.4
r0:0.0 r1:0.4 r2:0.9 r3:0.4 V:0
X:
_p0:1
_p1:8
_p2:60
_p3:o
_p4:o
_p5:1
_p6:1
Y:9.4
r0:0.0 r1:0.4 r2:0.9 r3:0.4 V:0
X:
_p0:1
_p1:1
_p2:60
_p3:o
_p4:o
_p5:1
_p6:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:6
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:f
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_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:f
_p4:o
_p5:4
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:32
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:60
_p3:o
_p4:o
_p5:1
_p6:1
Y:8.7
r0:0.0 r1:0.3 r2:0.3 r3:0.1 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:o
_p4:f
_p5:1
_p6:80
Y:8.3
r0:0.0 r1:0.2 r2:0.2 r3:0.1 V:1
X:
_p0:1
_p1:10
_p2:10
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:30
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:10
_p2:20
_p3:o
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:80
_p2:8
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:1
_p2:1
_p3:f
_p4:o
_p5:8
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:10
_p1:1
_p2:1
_p3:f
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:5
_p2:1
_p3:o
_p4:f
_p5:1
_p6:8
Y:3.0
r0:0.0 r1:0.2 r2:0.5 r3:0.2 V:1
X:
_p0:1
_p1:20
_p2:1
_p3:o
_p4:f
_p5:1
_p6:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:2
_p1:1
_p2:1
_p3:f
_p4:o
_p5:2
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:4
_p3:o
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:2.2
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:1
_p3:o
_p4:f
_p5:1
_p6:1
Y:8.7
r0:0.0 r1:0.3 r2:0.3 r3:0.1 V:1
X:
_p0:1
_p1:80
_p2:3
_p3:o
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:20
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:5
_p1:1
_p2:1
_p3:f
_p4:o
_p5:4
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:8
_p3:o
_p4:o
_p5:1
_p6:1
Y:3.9
r0:0.1 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:10
_p3:o
_p4:c
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:o
_p4:f
_p5:1
_p6:4
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:12
_p1:1
_p2:1
_p3:f
_p4:o
_p5:1
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:6
_p1:1
_p2:1
_p3:f
_p4:o
_p5:2
_p6:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:32
_p3:o
_p4:o
_p5:1
_p6:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
TY:4.6
TV:1
| ### outputs: _p0:1
_p1:1
_p2:15
_p3:o
_p4:o
_p5:1
_p6:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void md_kernel(double force_x[256],double force_y[256],double force_z[256],double position_x[256],double position_y[256],double position_z[256],int NL[4096])
{
double delx;
double dely;
double delz;
double r2inv;
double r6inv;
double potential;
double force;
double j_x;
double j_y;
double j_z;
double i_x;
double i_y;
double i_z;
double fx;
double fy;
double fz;
int i;
int j;
int jidx;
#pragma ACCEL PIPELINE auto{_p1}
#pragma ACCEL TILE FACTOR=auto{_p2}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
loop_i:
for (i = 0; i < 256; i++) {
i_x = position_x[i];
i_y = position_y[i];
i_z = position_z[i];
fx = ((double )0);
fy = ((double )0);
fz = ((double )0);
loop_j:
for (j = 0; j < 16; j++) {
// Get neighbor
jidx = NL[i * 16 + j];
// Look up x,y,z positions
j_x = position_x[jidx];
j_y = position_y[jidx];
j_z = position_z[jidx];
// Calc distance
delx = i_x - j_x;
dely = i_y - j_y;
delz = i_z - j_z;
r2inv = 1.0 / (delx * delx + dely * dely + delz * delz);
// Assume no cutoff and aways account for all nodes in area
r6inv = r2inv * r2inv * r2inv;
potential = r6inv * (1.5 * r6inv - 2.0);
// Sum changes in force
force = r2inv * potential;
fx += delx * force;
fy += dely * force;
fz += delz * force;
}
//Update forces after all neighbors accounted for.
force_x[i] = fx;
force_y[i] = fy;
force_z[i] = fz;
//printf("dF=%lf,%lf,%lf
", fx, fy, fz);
}
}
```
X:
_p0:1
_p1:f
_p2:1
Y:11.0
r0:0.0 r1:1.4 r2:0.1 r3:0.0 V:0
TY:7.3
TV:1
| ### outputs: _p0:1
_p1:o
_p2:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void kernel_adi(int tsteps,int n,double u[60][60],double v[60][60],double p[60][60],double q[60][60])
{
int t;
int i;
int j;
double DX;
double DY;
double DT;
double B1;
double B2;
double mul1;
double mul2;
double a;
double b;
double c;
double d;
double e;
double f;
//#pragma scop
DX = 1.0 / ((double )60);
DY = 1.0 / ((double )60);
DT = 1.0 / ((double )40);
B1 = 2.0;
B2 = 1.0;
mul1 = B1 * DT / (DX * DX);
mul2 = B2 * DT / (DY * DY);
a = -mul1 / 2.0;
b = 1.0 + mul1;
c = a;
d = -mul2 / 2.0;
e = 1.0 + mul2;
f = d;
#pragma ACCEL PIPELINE auto{_p7}
#pragma ACCEL TILE FACTOR=auto{_p10}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (t = 1; t <= 40; t++) {
//Column Sweep
#pragma ACCEL PIPELINE auto{_p8}
#pragma ACCEL TILE FACTOR=auto{_p11}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (i = 1; i < 59; i++) {
v[0][i] = 1.0;
p[i][0] = 0.0;
q[i][0] = v[0][i];
#pragma ACCEL PARALLEL FACTOR=auto{_p3}
for (j = 1; j < 59; j++) {
p[i][j] = -c / (a * p[i][j - 1] + b);
q[i][j] = (-d * u[j][i - 1] + (1.0 + 2.0 * d) * u[j][i] - f * u[j][i + 1] - a * q[i][j - 1]) / (a * p[i][j - 1] + b);
}
v[60 - 1][i] = 1.0;
/* Standardize from: for(j = 60 - 2;j >= 1;j--) {...} */
#pragma ACCEL PARALLEL FACTOR=auto{_p4}
for (j = 0; j <= 57; j++) {
int _in_j_0 = 58 + -1 * j;
v[_in_j_0][i] = p[i][_in_j_0] * v[_in_j_0 + 1][i] + q[i][_in_j_0];
}
j = 1 + -1;
}
//Row Sweep
#pragma ACCEL PIPELINE auto{_p9}
#pragma ACCEL TILE FACTOR=auto{_p12}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (i = 1; i < 59; i++) {
u[i][0] = 1.0;
p[i][0] = 0.0;
q[i][0] = u[i][0];
#pragma ACCEL PARALLEL FACTOR=auto{_p5}
for (j = 1; j < 59; j++) {
p[i][j] = -f / (d * p[i][j - 1] + e);
q[i][j] = (-a * v[i - 1][j] + (1.0 + 2.0 * a) * v[i][j] - c * v[i + 1][j] - d * q[i][j - 1]) / (d * p[i][j - 1] + e);
}
u[i][60 - 1] = 1.0;
/* Standardize from: for(j = 60 - 2;j >= 1;j--) {...} */
#pragma ACCEL PARALLEL FACTOR=auto{_p6}
for (j = 0; j <= 57; j++) {
int _in_j = 58 + -1 * j;
u[i][_in_j] = p[i][_in_j] * u[i][_in_j + 1] + q[i][_in_j];
}
j = 1 + -1;
}
}
//#pragma endscop
}
```
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:32
_p6:29
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:2
_p6:29
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:32
_p6:4
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.7
r0:0.0 r1:0.2 r2:0.2 r3:0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:o
_p8:f
_p9:f
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:4
_p3:1
_p4:1
_p5:1
_p6:1
_p7:o
_p8:f
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:32
_p6:29
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.7
r0:0.0 r1:0.2 r2:0.2 r3:0 V:1
X:
_p0:1
_p1:8
_p2:2
_p3:1
_p4:1
_p5:1
_p6:1
_p7:o
_p8:f
_p9:f
_p10:1
_p11:1
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:1
_p3:4
_p4:8
_p5:1
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:58
_p6:4
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:8
_p6:2
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:2
_p7:o
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:0.4
r0:0.0 r1:0.3 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:29
_p6:16
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-1.1
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:16
_p5:2
_p6:32
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:8
_p4:1
_p5:1
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-0.3
r0:0.0 r1:0.3 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:32
_p2:2
_p3:1
_p4:1
_p5:4
_p6:8
_p7:o
_p8:f
_p9:c
_p10:40
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:32
_p6:8
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:16
_p1:1
_p2:1
_p3:1
_p4:1
_p5:1
_p6:1
_p7:f
_p8:o
_p9:o
_p10:2
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:29
_p6:16
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:29
_p6:8
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-1.1
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:29
_p6:4
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-1.1
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:8
_p1:1
_p2:2
_p3:1
_p4:1
_p5:4
_p6:1
_p7:o
_p8:f
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:4
_p6:29
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:16
_p5:8
_p6:8
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.9
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:4
_p6:1
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:32
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:8
_p3:1
_p4:1
_p5:4
_p6:1
_p7:o
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:2
_p3:1
_p4:1
_p5:1
_p6:1
_p7:c
_p8:f
_p9:f
_p10:1
_p11:58
_p12:8
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:1
_p6:32
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.5
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:10
_p1:1
_p2:1
_p3:4
_p4:8
_p5:1
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:58
_p12:58
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:4
_p4:16
_p5:1
_p6:1
_p7:o
_p8:o
_p9:f
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:29
_p6:1
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-1.1
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:2
_p5:4
_p6:29
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
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_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.9
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:4
_p6:4
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.5
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:16
_p5:2
_p6:16
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.5
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:2
_p5:16
_p6:8
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:1
_p6:16
_p7:o
_p8:o
_p9:c
_p10:1
_p11:1
_p12:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:58
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.9
r0:0.0 r1:0.2 r2:0.1 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:2
_p6:8
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.5
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:8
_p5:58
_p6:58
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:0.4
r0:0.0 r1:0.4 r2:0.2 r3:0.4 V:1
X:
_p0:1
_p1:1
_p2:2
_p3:1
_p4:1
_p5:4
_p6:8
_p7:c
_p8:f
_p9:c
_p10:8
_p11:1
_p12:1
Y:0.3
r0:0.0 r1:0.4 r2:0.2 r3:0.5 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:4
_p5:16
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.8
r0:0.0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:2
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
Y:-0.6
r0:0.0 r1:0.0 r2:0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:2
_p3:1
_p4:1
_p5:4
_p6:1
_p7:o
_p8:f
_p9:o
_p10:1
_p11:1
_p12:1
Y:0.2
r0:0.0 r1:0.4 r2:0.2 r3:0.5 V:1
TY:-0.6
TV:1
| ### outputs: _p0:1
_p1:1
_p2:1
_p3:1
_p4:1
_p5:2
_p6:29
_p7:o
_p8:o
_p9:o
_p10:1
_p11:1
_p12:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c
#pragma ACCEL kernel
void kernel_syrk(double alpha,double beta,double C[80][80],double A[80][60])
{
int i;
int j;
int k;
//BLAS PARAMS
//TRANS = 'N'
//UPLO = 'L'
// => Form C := alpha*A*A**T + beta*C.
//A is NxM
//C is NxN
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (i = 0; i < 80; i++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (j = 0; j < 80; j++) {
if (j <= i) {
C[i][j] *= beta;
}
}
#pragma ACCEL PIPELINE auto{_p5}
#pragma ACCEL TILE FACTOR=auto{_p7}
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (k = 0; k < 60; k++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p3}
for (j = 0; j < 80; j++) {
if (j <= i) {
C[i][j] += alpha * A[i][k] * A[j][k];
}
}
}
}
}
```
X:
_p0:1
_p1:4
_p2:2
_p3:16
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:6
_p3:80
_p4:o
_p5:o
_p6:1
_p7:2
Y:6.3
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:10
_p4:o
_p5:o
_p6:1
_p7:1
Y:5.9
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:80
_p4:o
_p5:o
_p6:1
_p7:4
Y:5.2
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:5
_p3:2
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:1
_p3:20
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:15
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:4
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:4
_p2:2
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.7
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:8
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:2
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:5
_p3:1
_p4:o
_p5:f
_p6:1
_p7:1
Y:7.5
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:4
_p2:2
_p3:16
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:12
_p3:1
_p4:o
_p5:f
_p6:1
_p7:4
Y:6.9
r0:0.0 r1:0.2 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:20
_p2:1
_p3:16
_p4:c
_p5:o
_p6:1
_p7:60
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:4
_p3:80
_p4:o
_p5:o
_p6:1
_p7:1
Y:7.8
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:5
_p3:80
_p4:o
_p5:o
_p6:1
_p7:1
Y:7.6
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:1
_p3:16
_p4:o
_p5:o
_p6:1
_p7:1
Y:6.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:30
_p3:2
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:20
_p2:1
_p3:80
_p4:o
_p5:c
_p6:1
_p7:60
Y:7.8
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:12
_p3:8
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:5
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.5
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:3
_p3:32
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:4
_p2:6
_p3:80
_p4:o
_p5:o
_p6:1
_p7:1
Y:7.7
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:4.3
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:1
_p3:20
_p4:o
_p5:o
_p6:1
_p7:1
Y:6.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:2
_p3:80
_p4:o
_p5:c
_p6:1
_p7:2
Y:5.2
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:1
_p3:16
_p4:o
_p5:o
_p6:1
_p7:1
Y:6.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:4
_p2:1
_p3:20
_p4:o
_p5:o
_p6:1
_p7:1
Y:6.1
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:10
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:6.7
r0:0.0 r1:0.1 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:6
_p3:16
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:2
_p2:3
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:5.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:10
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:2
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:4
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:5.8
r0:0.0 r1:0.1 r2:0.1 r3:0.0 V:1
X:
_p0:20
_p1:1
_p2:1
_p3:1
_p4:f
_p5:o
_p6:4
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:8
_p2:3
_p3:80
_p4:o
_p5:o
_p6:1
_p7:1
Y:7.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:20
_p4:o
_p5:c
_p6:1
_p7:60
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:5
_p3:80
_p4:o
_p5:c
_p6:1
_p7:2
Y:6.1
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:2
_p2:5
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:6.1
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:20
_p4:o
_p5:c
_p6:1
_p7:4
Y:4.7
r0:0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:6
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.5
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:32
_p4:o
_p5:o
_p6:1
_p7:60
Y:2.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:1
_p3:20
_p4:o
_p5:c
_p6:1
_p7:2
Y:4.2
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:5
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.6
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:8
_p2:3
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
Y:7.6
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:1
_p3:80
_p4:o
_p5:o
_p6:1
_p7:60
Y:7.5
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:32
_p2:1
_p3:20
_p4:o
_p5:o
_p6:1
_p7:60
Y:4.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:5
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:6.1
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:3
_p3:20
_p4:o
_p5:o
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:15
_p3:1
_p4:o
_p5:f
_p6:1
_p7:2
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:3
_p3:1
_p4:o
_p5:f
_p6:1
_p7:8
Y:6.5
r0:0.0 r1:0.1 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:4
_p3:80
_p4:o
_p5:c
_p6:1
_p7:4
Y:6.5
r0:0.0 r1:0.1 r2:0.1 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:4
_p3:16
_p4:o
_p5:o
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:1
_p2:16
_p3:32
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
X:
_p0:1
_p1:16
_p2:1
_p3:80
_p4:o
_p5:o
_p6:1
_p7:60
Y:7.8
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:80
_p2:1
_p3:80
_p4:o
_p5:c
_p6:1
_p7:60
Y:6.7
r0:0.0 r1:0.0 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:16
_p2:3
_p3:80
_p4:o
_p5:c
_p6:1
_p7:4
Y:6.3
r0:0.0 r1:0.1 r2:0.0 r3:0.0 V:1
X:
_p0:1
_p1:1
_p2:30
_p3:16
_p4:o
_p5:c
_p6:1
_p7:1
Y:-
r0:0 r1:0 r2:0 r3:0 V:0
TY:7.6
TV:1
| ### outputs: _p0:1
_p1:16
_p2:3
_p3:80
_p4:o
_p5:c
_p6:1
_p7:1
|
### inputs: You are an experienced hardware programmer, especially in High Level Synthesis (HLS) using the Merlin Compiler. Your goal is to optimize a program using Merlin-HLS pragma directives.
Base code:
```c #include "merlin_type_define.h"
#pragma ACCEL kernel
void kernel_seidel_2d(int tsteps,int n,double A[120][120])
{
int t;
int i;
int j;
//#pragma scop
#pragma ACCEL PIPELINE auto{_p3}
#pragma ACCEL TILE FACTOR=auto{_p5}
#pragma ACCEL PARALLEL FACTOR=auto{_p0}
for (t = 0; t <= 39; t++) {
#pragma ACCEL PIPELINE auto{_p4}
#pragma ACCEL TILE FACTOR=auto{_p6}
#pragma ACCEL PARALLEL FACTOR=auto{_p1}
for (i = 1; i <= 118; i++) {
#pragma ACCEL PARALLEL FACTOR=auto{_p2}
for (j = 1; j <= 118; j++) {
A[i][j] = (A[i - 1][j - 1] + A[i - 1][j] + A[i - 1][j + 1] + A[i][j - 1] + A[i][j] + A[i][j + 1] + A[i + 1][j - 1] + A[i + 1][j] + A[i + 1][j + 1]) / 9.0;
}
}
}
//#pragma endscop
}
```
X:
_p0:2
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:10
_p1:4
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:4
Y:-1.8
r0:0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:4
_p2:16
_p3:o
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_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:2
Y:-1.8
r0:0 r1:0.2 r2:0.1 r3:0 V:1
X:
_p0:32
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:4
Y:-1.8
r0:0 r1:0.2 r2:0.1 r3:0 V:1
X:
_p0:8
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:8
Y:-1.8
r0:0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:4
_p2:16
_p3:o
_p4:o
_p5:8
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:20
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:4
Y:-1.8
r0:0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:10
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:8
Y:-1.7
r0:0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:4
_p1:4
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:4
_p2:16
_p3:o
_p4:o
_p5:40
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:2
_p1:2
_p2:16
_p3:o
_p4:o
_p5:8
_p6:1
Y:-1.6
r0:0.1 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:8
_p1:4
_p2:16
_p3:o
_p4:o
_p5:4
_p6:1
Y:-1.6
r0:0.1 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:32
_p1:2
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:8
_p2:16
_p3:o
_p4:o
_p5:40
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:16
_p3:o
_p4:o
_p5:40
_p6:1
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:4
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:4
Y:-1.8
r0:0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:2
_p1:4
_p2:16
_p3:o
_p4:o
_p5:4
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:4
_p1:2
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.8
r0:0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:4
_p2:16
_p3:o
_p4:o
_p5:4
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:4
_p1:2
_p2:16
_p3:o
_p4:o
_p5:4
_p6:1
Y:-1.6
r0:0.1 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:8
_p1:16
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.1 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:5
_p1:8
_p2:16
_p3:o
_p4:o
_p5:8
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:32
_p1:4
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-1.6
r0:0.0 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:2
_p1:2
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.8
r0:0 r1:0.0 r2:0.0 r3:0 V:1
X:
_p0:20
_p1:16
_p2:16
_p3:o
_p4:o
_p5:1
_p6:2
Y:-1.7
r0:0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:8
_p1:16
_p2:16
_p3:o
_p4:o
_p5:1
_p6:4
Y:-1.7
r0:0.1 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:20
_p1:2
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:1
_p1:1
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:4
_p1:1
_p2:16
_p3:o
_p4:o
_p5:8
_p6:1
Y:-1.6
r0:0.1 r1:0.2 r2:0.0 r3:0 V:1
X:
_p0:16
_p1:8
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.1 r1:0.3 r2:0.1 r3:0 V:1
X:
_p0:10
_p1:1
_p2:16
_p3:o
_p4:o
_p5:4
_p6:1
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:20
_p1:1
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:1
_p2:16
_p3:o
_p4:o
_p5:1
_p6:118
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:2
_p2:16
_p3:o
_p4:o
_p5:1
_p6:1
Y:-1.6
r0:0.0 r1:0.1 r2:0.0 r3:0 V:1
X:
_p0:5
_p1:4
_p2:16
_p3:o
_p4:o
_p5:2
_p6:1
Y:-1.6
r0:0.0 r1:0.2 r2:0.0 r3:0 V:1
TY:-1.7
TV:1
| ### outputs: _p0:2
_p1:16
_p2:16
_p3:o
_p4:o
_p5:1
_p6:4
|
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