name
stringlengths 16
53
|
|---|
matmul_bias_silu_1d_bf16_strided
|
matmul_bias_silu_2d_bf16_strided
|
matmul_bias_silu_3d_bf16_strided
|
matmul_bias_silu_4d_bf16_strided
|
matmul_bias_silu_1d_bf16_nhwc
|
matmul_bias_silu_2d_bf16_nhwc
|
matmul_bias_silu_3d_bf16_nhwc
|
matmul_bias_silu_4d_bf16_nhwc
|
matmul_bias_silu_1d_bf16_nchw
|
matmul_bias_silu_2d_bf16_nchw
|
matmul_bias_silu_3d_bf16_nchw
|
matmul_bias_silu_4d_bf16_nchw
|
matmul_bias_silu_1d_fp32_contig
|
matmul_bias_silu_2d_fp32_contig
|
matmul_bias_silu_3d_fp32_contig
|
matmul_bias_silu_4d_fp32_contig
|
matmul_bias_silu_1d_fp32_strided
|
matmul_bias_silu_2d_fp32_strided
|
matmul_bias_silu_3d_fp32_strided
|
matmul_bias_silu_4d_fp32_strided
|
matmul_bias_silu_1d_fp32_nhwc
|
matmul_bias_silu_2d_fp32_nhwc
|
matmul_bias_silu_3d_fp32_nhwc
|
matmul_bias_silu_4d_fp32_nhwc
|
matmul_bias_silu_1d_fp32_nchw
|
matmul_bias_silu_2d_fp32_nchw
|
matmul_bias_silu_3d_fp32_nchw
|
matmul_bias_silu_4d_fp32_nchw
|
matmul_bias_silu_1d_int8_contig
|
matmul_bias_silu_2d_int8_contig
|
matmul_bias_silu_3d_int8_contig
|
matmul_bias_silu_4d_int8_contig
|
matmul_bias_silu_1d_int8_strided
|
matmul_bias_silu_2d_int8_strided
|
matmul_bias_silu_3d_int8_strided
|
matmul_bias_silu_4d_int8_strided
|
matmul_bias_silu_1d_int8_nhwc
|
matmul_bias_silu_2d_int8_nhwc
|
matmul_bias_silu_3d_int8_nhwc
|
matmul_bias_silu_4d_int8_nhwc
|
matmul_bias_silu_1d_int8_nchw
|
matmul_bias_silu_2d_int8_nchw
|
matmul_bias_silu_3d_int8_nchw
|
matmul_bias_silu_4d_int8_nchw
|
matmul_bias_silu_1d_fp4_contig
|
matmul_bias_silu_2d_fp4_contig
|
matmul_bias_silu_3d_fp4_contig
|
matmul_bias_silu_4d_fp4_contig
|
matmul_bias_silu_1d_fp4_strided
|
matmul_bias_silu_2d_fp4_strided
|
matmul_bias_silu_3d_fp4_strided
|
matmul_bias_silu_4d_fp4_strided
|
matmul_bias_silu_1d_fp4_nhwc
|
matmul_bias_silu_2d_fp4_nhwc
|
matmul_bias_silu_3d_fp4_nhwc
|
matmul_bias_silu_4d_fp4_nhwc
|
matmul_bias_silu_1d_fp4_nchw
|
matmul_bias_silu_2d_fp4_nchw
|
matmul_bias_silu_3d_fp4_nchw
|
matmul_bias_silu_4d_fp4_nchw
|
matmul_bias_swish_1d_fp8_e4m3_contig
|
matmul_bias_swish_2d_fp8_e4m3_contig
|
matmul_bias_swish_3d_fp8_e4m3_contig
|
matmul_bias_swish_4d_fp8_e4m3_contig
|
matmul_bias_swish_1d_fp8_e4m3_strided
|
matmul_bias_swish_2d_fp8_e4m3_strided
|
matmul_bias_swish_3d_fp8_e4m3_strided
|
matmul_bias_swish_4d_fp8_e4m3_strided
|
matmul_bias_swish_1d_fp8_e4m3_nhwc
|
matmul_bias_swish_2d_fp8_e4m3_nhwc
|
matmul_bias_swish_3d_fp8_e4m3_nhwc
|
matmul_bias_swish_4d_fp8_e4m3_nhwc
|
matmul_bias_swish_1d_fp8_e4m3_nchw
|
matmul_bias_swish_2d_fp8_e4m3_nchw
|
matmul_bias_swish_3d_fp8_e4m3_nchw
|
matmul_bias_swish_4d_fp8_e4m3_nchw
|
matmul_bias_swish_1d_fp8_e5m2_contig
|
matmul_bias_swish_2d_fp8_e5m2_contig
|
matmul_bias_swish_3d_fp8_e5m2_contig
|
matmul_bias_swish_4d_fp8_e5m2_contig
|
matmul_bias_swish_1d_fp8_e5m2_strided
|
matmul_bias_swish_2d_fp8_e5m2_strided
|
matmul_bias_swish_3d_fp8_e5m2_strided
|
matmul_bias_swish_4d_fp8_e5m2_strided
|
matmul_bias_swish_1d_fp8_e5m2_nhwc
|
matmul_bias_swish_2d_fp8_e5m2_nhwc
|
matmul_bias_swish_3d_fp8_e5m2_nhwc
|
matmul_bias_swish_4d_fp8_e5m2_nhwc
|
matmul_bias_swish_1d_fp8_e5m2_nchw
|
matmul_bias_swish_2d_fp8_e5m2_nchw
|
matmul_bias_swish_3d_fp8_e5m2_nchw
|
matmul_bias_swish_4d_fp8_e5m2_nchw
|
matmul_bias_swish_1d_fp16_contig
|
matmul_bias_swish_2d_fp16_contig
|
matmul_bias_swish_3d_fp16_contig
|
matmul_bias_swish_4d_fp16_contig
|
matmul_bias_swish_1d_fp16_strided
|
matmul_bias_swish_2d_fp16_strided
|
matmul_bias_swish_3d_fp16_strided
|
matmul_bias_swish_4d_fp16_strided
|
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