single core mat mul

gistfile1.txt

Verifying against reference matmul ...
a: 116.63, b: 112.958
diff: 3.6727, norm: 229.588
abs_th: 0.5, epsilon * norm: 114.794
a: 135.27, b: 120.372
diff: 14.8982, norm: 255.642
abs_th: 0.5, epsilon * norm: 127.821
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diff: 7.39873, norm: 274.897
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diff: 9.51286, norm: 310.738
abs_th: 0.5, epsilon * norm: 155.369
a: 108.75, b: 142.707
diff: 33.9562, norm: 251.457
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diff: 16.2731, norm: 266.658
abs_th: 0.5, epsilon * norm: 133.329
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diff: 0.134262, norm: 321.878
abs_th: 0.5, epsilon * norm: 160.939
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diff: 34.5597, norm: 267.758
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diff: 34.8865, norm: 209.142
abs_th: 0.5, epsilon * norm: 104.571
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diff: 22.2014, norm: 194.002
abs_th: 0.5, epsilon * norm: 97.0009
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diff: 13.3347, norm: 195.948
abs_th: 0.5, epsilon * norm: 97.974
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diff: 29.7075, norm: 230.884
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diff: 48.4049, norm: 221.836
abs_th: 0.5, epsilon * norm: 110.918
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diff: 47.5253, norm: 262.892
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diff: 5.85767, norm: 233.892
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diff: 24.9211, norm: 222.409
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diff: 2.85445, norm: 258.782
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diff: 3.39981, norm: 264.942
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diff: 44.3304, norm: 289.968
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diff: 58.8455, norm: 269.769
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diff: 32.4683, norm: 285.665
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diff: 58.823, norm: 267.641
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diff: 14.4983, norm: 249.999
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diff: 0.624939, norm: 202.874
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diff: 4.75204, norm: 271.985
abs_th: 0.5, epsilon * norm: 135.993
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diff: 20.9462, norm: 267.259
abs_th: 0.5, epsilon * norm: 133.629
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diff: 42.0806, norm: 299.24
abs_th: 0.5, epsilon * norm: 149.62
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diff: 0.94574, norm: 278.21
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diff: 1.02699, norm: 277.053
abs_th: 0.5, epsilon * norm: 138.527
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diff: 2.77025, norm: 286.116
abs_th: 0.5, epsilon * norm: 143.058
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diff: 11.2851, norm: 302.853
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diff: 79.7151, norm: 283.312
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diff: 28.3272, norm: 303.434
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diff: 37.0934, norm: 272.097
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diff: 39.9632, norm: 244.641
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diff: 15.7033, norm: 218.167
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diff: 10.5199, norm: 246.425
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diff: 33.9286, norm: 258.91
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diff: 31.2173, norm: 255.799
abs_th: 0.5, epsilon * norm: 127.9
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diff: 43.6874, norm: 299.392
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diff: 44.8154, norm: 327.026
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diff: 1.80458, norm: 287.731
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diff: 47.3025, norm: 276.045
abs_th: 0.5, epsilon * norm: 138.022
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diff: 10.1283, norm: 291.94
abs_th: 0.5, epsilon * norm: 145.97
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diff: 24.6106, norm: 246.746
abs_th: 0.5, epsilon * norm: 123.373
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diff: 8.43471, norm: 282.305
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diff: 21.5866, norm: 259.117
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diff: 13.6867, norm: 321.846
abs_th: 0.5, epsilon * norm: 160.923
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diff: 5.10944, norm: 292.925
abs_th: 0.5, epsilon * norm: 146.462
a: 143.486, b: 120.882
diff: 22.6033, norm: 264.368
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diff: 2.50737, norm: 285.848
abs_th: 0.5, epsilon * norm: 142.924
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diff: 19.2261, norm: 284.843
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a: 164.053, b: 121.127
diff: 42.9258, norm: 285.181
abs_th: 0.5, epsilon * norm: 142.59
a: 136.364, b: 176.349
diff: 39.9846, norm: 312.713
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diff: 32.0918, norm: 313.56
abs_th: 0.5, epsilon * norm: 156.78
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diff: 39.9243, norm: 307.463
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diff: 36.8632, norm: 327.527
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diff: 3.78149, norm: 264.877
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diff: 40.9665, norm: 265.295
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diff: 37.5782, norm: 225.359
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diff: 7.76834, norm: 251.439
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diff: 42.646, norm: 258.383
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diff: 43.7744, norm: 275.468
abs_th: 0.5, epsilon * norm: 137.734
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diff: 28.7515, norm: 233.194
abs_th: 0.5, epsilon * norm: 116.597
a: 125.366, b: 94.1426
diff: 31.2234, norm: 219.509
abs_th: 0.5, epsilon * norm: 109.754
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diff: 16.9484, norm: 301.927
abs_th: 0.5, epsilon * norm: 150.964
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diff: 5.47983, norm: 277.349
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diff: 34.8178, norm: 326.066
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diff: 19.694, norm: 276.934
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diff: 47.0016, norm: 340.757
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diff: 1.85529, norm: 322.27
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diff: 53.2096, norm: 287.295
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diff: 3.47816, norm: 288.012
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diff: 10.9862, norm: 198.713
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diff: 12.2807, norm: 246.351
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diff: 36.3232, norm: 253.407
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diff: 55.4747, norm: 229.729
abs_th: 0.5, epsilon * norm: 114.864
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diff: 28.5737, norm: 240.247
abs_th: 0.5, epsilon * norm: 120.123
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diff: 34.2329, norm: 242.485
abs_th: 0.5, epsilon * norm: 121.242
a: 95.0838, b: 132.16
diff: 37.0765, norm: 227.244
abs_th: 0.5, epsilon * norm: 113.622
a: 115.466, b: 156.874
diff: 41.4081, norm: 272.341
abs_th: 0.5, epsilon * norm: 136.17
a: 84.7208, b: 130.947
diff: 46.2259, norm: 215.668
abs_th: 0.5, epsilon * norm: 107.834
a: 103.439, b: 143.128
diff: 39.6884, norm: 246.567
abs_th: 0.5, epsilon * norm: 123.283
a: 92.6959, b: 118.787
diff: 26.091, norm: 211.483
abs_th: 0.5, epsilon * norm: 105.741
a: 142.058, b: 135.152
diff: 6.90628, norm: 277.21
abs_th: 0.5, epsilon * norm: 138.605
a: 108.459, b: 123.923
diff: 15.4644, norm: 232.382
abs_th: 0.5, epsilon * norm: 116.191
a: 126.356, b: 128.9
diff: 2.54489, norm: 255.256
abs_th: 0.5, epsilon * norm: 127.628
a: 130.487, b: 117.43
diff: 13.0566, norm: 247.917
abs_th: 0.5, epsilon * norm: 123.959

Reference:
  116.63    135.27    133.75    160.13    108.75   ...   160.87    116.60    122.01    108.10  
  120.91    157.07    126.40    167.69    101.80   ...   165.88    117.50    142.30    116.94  
  132.81    164.05    136.36    172.83    133.77   ...   166.97    130.55    153.13    131.47  
  141.16    153.39    143.45    176.05    120.10   ...   165.49    129.87    141.10    123.02  
  125.77    154.76    126.33    157.16    112.22   ...   145.12    106.31    135.74    115.07  
    ...       ...       ...       ...       ...    ...     ...       ...       ...       ...   
  115.86    125.61    116.47    132.60     86.03   ...   123.97     97.99    117.88     95.23  
  135.46    138.05    120.55    166.99    117.54   ...   146.26    118.34    136.28    117.10  
  117.95    135.52    123.12    145.35    103.01   ...   139.90     96.50    126.29    110.64  
  103.51    161.18    110.24    157.72    119.92   ...   160.36    106.94    145.09    128.50  

Output:
  112.96    120.37    141.15    150.61    142.71   ...   161.01    151.16     87.13     85.90  
  154.81    145.78    157.60    156.64    181.51   ...   137.55    154.60    102.34    101.23  
  152.03    121.13    176.35    140.73    173.69   ...   150.24    134.33    112.16     93.89  
  162.82    183.46    154.38    149.57    150.51   ...   135.50    142.64    125.76    120.39  
  122.38    119.44    119.71    152.97    133.86   ...   149.83    139.36     91.58     72.67  
    ...       ...       ...       ...       ...    ...     ...       ...       ...       ...   
  148.10    112.52    162.86    138.60    149.31   ...   144.70    138.33    102.86     92.61  
  155.76    154.92    149.60    133.55    144.17   ...   131.20    131.18    127.04    128.83  
  110.66     99.04    125.29    127.63    131.01   ...   148.68    127.90     99.16     87.41  
  141.91    123.34    125.32    132.83    155.29   ...   119.37    126.73    117.42    115.97  
Verify time: 0.00secs.

Avg NPU matmul time: 865.00us.
Avg NPU gflops: 0.08

Min NPU matmul time: 8650.00us.
Max NPU gflops: 0.01

Max NPU matmul time: 8650.00us.
Min NPU gflops: 0.01

PASS!