SUN_source_code_v2/code/vlfeat-0.9.5/vl/mathop.tc

/** @file    mathop.tc
 ** @brief   Math operations - Template Definition
 ** @author  Andrea Vedaldi
 **/

#include "float.th"

#undef COMPARISONFUNCTION_TYPE

#if (FLT == VL_TYPE_FLOAT)
#define COMPARISONFUNCTION_TYPE VlFloatVectorComparisonFunction
#else
#define COMPARISONFUNCTION_TYPE VlDoubleVectorComparisonFunction
#endif

/* ---------------------------------------------------------------- */

VL_EXPORT T
VL_XCAT(_vl_distance_l2_, SFX)
(vl_size dimension, T const * X, T const * Y)
{
  T const * X_end = X + dimension ;
  T acc = 0.0 ;
  while (X < X_end) {
    T d = *X++ - *Y++ ;
    acc += d * d ;
  }
  return acc ;
}

VL_EXPORT T
VL_XCAT(_vl_distance_l1_, SFX)
(vl_size dimension, T const * X, T const * Y)
{
  T const * X_end = X + dimension ;
  T acc = 0.0 ;
  while (X < X_end) {
    T d = *X++ - *Y++ ;
    acc += VL_MAX(d, -d) ;
  }
  return acc ;
}

VL_EXPORT T
VL_XCAT(_vl_distance_chi2_, SFX)
(vl_size dimension, T const * X, T const * Y)
{
  T const * X_end = X + dimension ;
  T acc = 0.0 ;
  while (X < X_end) {
    T a = *X++ ;
    T b = *Y++ ;
    T delta = a - b ;
    T denom = (a + b) ;
    T numer = delta * delta ;
    if (denom) {
      T ratio = numer / denom ;
      acc += ratio ;
    }
  }
  return acc ;
}

VL_EXPORT T
VL_XCAT(_vl_kernel_l2_, SFX)
(vl_size dimension, T const * X, T const * Y)
{
  T const * X_end = X + dimension ;
  T acc = 0.0 ;
  while (X < X_end) {
    T a = *X++ ;
    T b = *Y++ ;
    acc += a * b ;
  }
  return acc ;
}

VL_EXPORT T
VL_XCAT(_vl_kernel_l1_, SFX)
(vl_size dimension, T const * X, T const * Y)
{
  T const * X_end = X + dimension ;
  T acc = 0.0 ;
  while (X < X_end) {
    T a = *X++ ;
    T b = *Y++ ;
    T a_ = VL_XCAT(vl_abs_, SFX) (a) ;
    T b_ = VL_XCAT(vl_abs_, SFX) (b) ;
    acc += a_ + b_ - VL_XCAT(vl_abs_, SFX) (a - b) ;
  }
  return acc / ((T)2) ;
}

VL_EXPORT T
VL_XCAT(_vl_kernel_chi2_, SFX)
(vl_size dimension, T const * X, T const * Y)
{
  T const * X_end = X + dimension ;
  T acc = 0.0 ;
  while (X < X_end) {
    T a = *X++ ;
    T b = *Y++ ;
    T denom = (a + b) ;
    if (denom) {
      T numer = 2 * a * b ;
      T ratio = numer / denom ;
      acc += ratio ;
    }
  }
  return acc ;
}

/* ---------------------------------------------------------------- */

VL_EXPORT COMPARISONFUNCTION_TYPE
VL_XCAT(vl_get_vector_comparison_function_, SFX)(VlVectorComparisonType type)
{
  COMPARISONFUNCTION_TYPE function = 0 ;
  switch (type) {
    case VlDistanceL2   : function = VL_XCAT(_vl_distance_l2_,   SFX) ; break ;
    case VlDistanceL1   : function = VL_XCAT(_vl_distance_l1_,   SFX) ; break ;
    case VlDistanceChi2 : function = VL_XCAT(_vl_distance_chi2_, SFX) ; break ;
    case VlKernelL2     : function = VL_XCAT(_vl_kernel_l2_,     SFX) ; break ;
    case VlKernelL1     : function = VL_XCAT(_vl_kernel_l1_,     SFX) ; break ;
    case VlKernelChi2   : function = VL_XCAT(_vl_kernel_chi2_,   SFX) ; break ;
    default: assert(0) ; break ;
  }

#ifdef VL_SUPPORT_SSE2
  if (vl_cpu_has_sse2() && vl_get_simd_enabled()) {
    switch (type) {
      case VlDistanceL2   : function = VL_XCAT(_vl_distance_l2_sse2_,   SFX) ; break ;
      case VlDistanceL1   : function = VL_XCAT(_vl_distance_l1_sse2_,   SFX) ; break ;
      case VlDistanceChi2 : function = VL_XCAT(_vl_distance_chi2_sse2_, SFX) ; break ;
      case VlKernelL2     : function = VL_XCAT(_vl_kernel_l2_sse2_,     SFX) ; break ;
      case VlKernelL1     : function = VL_XCAT(_vl_kernel_l1_sse2_,     SFX) ; break ;
      case VlKernelChi2   : function = VL_XCAT(_vl_kernel_chi2_sse2_,   SFX) ; break ;
      default: /* if no driver is provided, fallback to baseline */ break ;
    }
  }
#endif

  return function ;
}

/* ---------------------------------------------------------------- */

VL_EXPORT void
VL_XCAT(vl_eval_vector_comparison_on_all_pairs_, SFX)
(T * result, vl_size dimension,
 T const * X, vl_size numDataX,
 T const * Y, vl_size numDataY,
 COMPARISONFUNCTION_TYPE function)
{
  int xi ;
  int yi ;

  assert (X) ;
  if (numDataX == 0) return ;

  if (Y) {
    if (numDataY == 0) return ;
    for (yi = 0 ; yi < numDataY ; ++ yi) {
      for (xi = 0 ; xi < numDataX ; ++ xi) {
        *result++ = (*function)(dimension, X, Y) ;
        X += dimension ;
      }
      X -= dimension * numDataX ;
      Y += dimension ;
    }
  } else {
    T * resultTransp = result ;
    Y = X ;
    for (yi = 0 ; yi < numDataX ; ++ yi) {
      for (xi = 0 ; xi <= yi ; ++ xi) {
        T z = (*function)(dimension, X, Y) ;
        X += dimension ;
        *result       = z ;
        *resultTransp = z ;
        result        += 1 ;
        resultTransp  += numDataX ;
      }
      X -= dimension * (yi + 1) ;
      Y += dimension ;
      result       += numDataX - (yi + 1) ;
      resultTransp += 1        - (yi + 1) * numDataX ;
    }
  }
}