MaxPool#
Domain:
ai.onnxSince version: 22
MaxPool consumes an input tensor X and applies max pooling across the tensor according to kernel sizes, stride sizes, and pad lengths. max pooling consisting of computing the max on all values of a subset of the input tensor according to the kernel size and downsampling the data into the output tensor Y for further processing. The output spatial shape is calculated differently depending on whether explicit padding is used, where pads is employed, or auto padding is used, where auto_pad is utilized. With explicit padding (https://pytorch.org/docs/stable/generated/torch.nn.MaxPool2d.html?highlight=maxpool#torch.nn.MaxPool2d):
output_spatial_shape[i] = floor((input_spatial_shape[i] + pad_shape[i] - dilation[i] * (kernel_shape[i] - 1) - 1) / strides_spatial_shape[i] + 1)
or
output_spatial_shape[i] = ceil((input_spatial_shape[i] + pad_shape[i] - dilation[i] * (kernel_shape[i] - 1) - 1) / strides_spatial_shape[i] + 1)
if ceil_mode is enabled. pad_shape[i] is the sum of pads along axis i. Sliding windows that would start in the right padded region are ignored.
auto_pad is a DEPRECATED attribute. If you are using them currently, the output spatial shape will be following when ceil_mode is enabled:
VALID: output_spatial_shape[i] = ceil((input_spatial_shape[i] - ((kernel_spatial_shape[i] - 1) * dilations[i] + 1) + 1) / strides_spatial_shape[i])
SAME_UPPER or SAME_LOWER: output_spatial_shape[i] = ceil(input_spatial_shape[i] / strides_spatial_shape[i])
or when ceil_mode is disabled (https://www.tensorflow.org/api_docs/python/tf/keras/layers/AveragePooling2D):
VALID: output_spatial_shape[i] = floor((input_spatial_shape[i] - ((kernel_spatial_shape[i] - 1) * dilations[i] + 1)) / strides_spatial_shape[i]) + 1
SAME_UPPER or SAME_LOWER: output_spatial_shape[i] = floor((input_spatial_shape[i] - 1) / strides_spatial_shape[i]) + 1
And pad shape will be following if SAME_UPPER or SAME_LOWER:
pad_shape[i] = (output_spatial_shape[i] - 1) * strides_spatial_shape[i] + ((kernel_spatial_shape[i] - 1) * dilations[i] + 1) - input_spatial_shape[i]
The output of each pooling window is maximum number of elements exclude pad.
Inputs
X (T): Input data tensor from the previous operator; dimensions for image case are (N x C x H x W), where N is the batch size, C is the number of channels, and H and W are the height and the width of the data. For non image case, the dimensions are in the form of (N x C x D1 x D2 … Dn), where N is the batch size. Optionally, if dimension denotation is in effect, the operation expects the input data tensor to arrive with the dimension denotation of [DATA_BATCH, DATA_CHANNEL, DATA_FEATURE, DATA_FEATURE …].
Outputs
Y (T): Output data tensor from average or max pooling across the input tensor. Dimensions will vary based on various kernel, stride, and pad sizes. Floor value of the dimension is used
Indices (I): Indices tensor from max pooling across the input tensor. The dimensions of indices are the same as output tensor. The values in indices of are the indices of the selected values during pooling. The indices are computed as flatten 1-D tensor, and the indices do not consider padding. So the values in indices are in [0, N x C x D1 x … x Dn).
Type Constraints
T: Constrain input and output types to float and 8 bit tensors. Allowed types: tensor(bfloat16), tensor(double), tensor(float), tensor(float16), tensor(int8), tensor(uint8).
I: Constrain index tensor to int64 Allowed types: tensor(int64).
Examples#
test_cc_maxpool_1d_default
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2]
Inputs:
x: shape=(1, 3, 32), dtype=float32
[[[ 1.4243481 , -0.61890423, -0.5907667 , ..., 1.3518724 , 0.01262847,
0.6841954 ],
[-1.2623075 , 0.20052178, -1.1255072 , ..., -1.0117033 , 0.2188481 ,
-0.6405767 ],
[-1.4243295 , 0.03376866, 1.3714509 , ..., 0.7166733 , -0.48120338,
-0.3235552 ]]]
Outputs:
y: shape=(1, 3, 31), dtype=float32
[[[ 1.4243481 , -0.5907667 , 1.4329695 , ..., 1.3518724 , 1.3518724 ,
0.6841954 ],
[ 0.20052178, 0.20052178, -0.6395738 , ..., 0.63121516, 0.2188481 ,
0.2188481 ],
[ 0.03376866, 1.3714509 , 1.3714509 , ..., 0.7166733 , 0.7166733 ,
-0.3235552 ]]]
test_cc_maxpool_2d_ceil
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [3, 3]
strides = [2, 2]
ceil_mode = 1
Inputs:
x: shape=(1, 1, 4, 4), dtype=float32
[[[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]]]]
Outputs:
y: shape=(1, 1, 2, 2), dtype=float32
[[[[11., 12.],
[15., 16.]]]]
test_cc_maxpool_2d_ceil_output_size_reduce_by_one
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [1, 1]
strides = [2, 2]
ceil_mode = 1
Inputs:
x: shape=(1, 1, 2, 2), dtype=float32
[[[[1., 2.],
[3., 4.]]]]
Outputs:
y: shape=(1, 1, 1, 1), dtype=float32
[[[[1.]]]]
test_cc_maxpool_2d_default
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2]
Inputs:
x: shape=(1, 3, 32, 32), dtype=float32
[[[[ 5.80284715e-01, -1.49532557e+00, 4.26653415e-01, ..., -7.79630899e-01,
-5.24736106e-01, -1.29129663e-01],
[-4.09800529e-01, -3.66635054e-01, 8.13397825e-01, ..., -1.14675879e+00,
1.67072505e-01, -8.55091155e-01],
[ 3.98125738e-01, -9.87355888e-01, 2.24363828e+00, ..., 6.30600937e-03,
-1.20975845e-01, 1.86962426e+00],
...,
[-1.92564213e+00, 1.71664727e+00, -1.42050803e+00, ..., -2.11419702e+00,
-1.99754262e+00, 7.28534460e-01],
[ 4.91477668e-01, 1.01512718e+00, 7.89254904e-01, ..., -7.93269336e-01,
-7.80449212e-01, -9.13854986e-02],
[ 1.43485203e-01, 1.68990374e-01, -1.40479231e+00, ..., 7.35198557e-01,
-1.61162019e+00, 1.39263010e+00]],
[[ 1.26276660e+00, 1.19968462e+00, 1.86217710e-01, ..., 1.90514338e+00,
-5.05257905e-01, -5.56864500e-01],
[ 1.73886716e+00, -1.26145887e+00, 1.79012015e-01, ..., 4.74437356e-01,
4.12616938e-01, 3.37435454e-02],
[ 1.09935731e-01, -7.71577299e-01, 4.24331039e-01, ..., 1.38890004e+00,
-8.23256075e-01, -1.64818585e-01],
...,
[-1.23909688e+00, -5.56807399e-01, 2.07116023e-01, ..., 1.45565414e+00,
1.70486701e+00, 7.90527742e-03],
[ 7.83508003e-01, -1.91313371e-01, 1.06987154e+00, ..., 5.95766425e-01,
-6.24176860e-01, 7.41825342e-01],
[ 4.63409722e-01, 1.70713294e+00, 1.05116487e+00, ..., 3.60852093e-01,
-2.84961611e-01, -6.30959332e-01]],
[[-6.01076126e-01, 4.09603655e-01, -1.58983910e+00, ..., 5.92461109e-01,
1.13855731e+00, -9.60217118e-01],
[ 1.80463463e-01, 1.27915120e+00, 5.89680135e-01, ..., -4.61871237e-01,
2.61121779e-03, -4.31402326e-01],
[-4.04849440e-01, 6.96152389e-01, -2.16010734e-01, ..., 6.02034986e-01,
9.18684125e-01, 1.65487123e+00],
...,
[-1.13302395e-01, -4.85909395e-02, 9.67894912e-01, ..., 2.99837857e-01,
-3.32152069e-01, 3.56617928e-01],
[ 2.82084346e+00, -6.42390370e-01, -1.24922431e+00, ..., -1.64827251e+00,
3.19593668e-01, 1.87647834e-01],
[-1.01404907e-02, -1.54662454e+00, -2.84226853e-02, ..., -1.30292439e+00,
5.87879300e-01, -2.35475488e-02]]]]
Outputs:
y: shape=(1, 3, 31, 31), dtype=float32
[[[[ 0.5802847 , 0.8133978 , 0.8133978 , ..., 0.6759698 , 0.1670725 ,
0.1670725 ],
[ 0.39812574, 2.2436383 , 2.2436383 , ..., 0.59156835, 0.1670725 ,
1.8696243 ],
[ 2.224965 , 2.2436383 , 2.2436383 , ..., 0.47439048, 0.47439048,
1.8696243 ],
...,
[ 1.7166473 , 1.7166473 , 1.2917125 , ..., -0.0714083 , -0.1440667 ,
0.72853446],
[ 1.7166473 , 1.7166473 , 0.7892549 , ..., -0.79326934, -0.7804492 ,
0.72853446],
[ 1.0151272 , 1.0151272 , 0.7892549 , ..., 0.73519856, 0.73519856,
1.3926301 ]],
[[ 1.7388672 , 1.1996846 , 1.4135132 , ..., 1.9051434 , 1.9051434 ,
0.41261694],
[ 1.7388672 , 0.42433104, 1.6400203 , ..., 1.3889 , 1.3889 ,
0.41261694],
[ 0.9909582 , 0.9909582 , 1.6400203 , ..., 1.3889 , 1.3889 ,
-0.16481858],
...,
[ 1.2360507 , 0.87500125, 0.87500125, ..., 1.7024289 , 1.704867 ,
1.704867 ],
[ 0.783508 , 1.0698715 , 1.0698715 , ..., 1.7024289 , 1.704867 ,
1.704867 ],
[ 1.7071329 , 1.7071329 , 1.0698715 , ..., 2.2005148 , 0.5957664 ,
0.74182534]],
[[ 1.2791512 , 1.2791512 , 1.3013896 , ..., 0.5924611 , 1.1385573 ,
1.1385573 ],
[ 1.2791512 , 1.2791512 , 1.3013896 , ..., 0.602035 , 0.9186841 ,
1.6548712 ],
[ 0.99589556, 0.99589556, -0.02243563, ..., 1.4653192 , 2.9802272 ,
2.9802272 ],
...,
[ 0.14671928, 2.640543 , 2.640543 , ..., 2.4881885 , 2.4881885 ,
0.94611555],
[ 2.8208435 , 0.9678949 , 1.3382059 , ..., 0.29983786, 0.31959367,
0.35661793],
[ 2.8208435 , -0.02842269, 1.3382059 , ..., 0.12755202, 0.5878793 ,
0.5878793 ]]]]
test_cc_maxpool_2d_dilations
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2]
strides = [1, 1]
dilations = [2, 2]
Inputs:
x: shape=(1, 1, 4, 4), dtype=float32
[[[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]]]]
Outputs:
y: shape=(1, 1, 2, 2), dtype=float32
[[[[11., 12.],
[15., 16.]]]]
test_cc_maxpool_2d_pads
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [3, 3]
pads = [2, 2, 2, 2]
Inputs:
x: shape=(1, 3, 28, 28), dtype=float32
[[[[ 1.2357849e+00, -3.3475664e-01, 1.0486782e+00, ..., -3.6723489e-01,
-9.0035096e-02, 1.5160390e+00],
[-7.2980291e-01, -3.0515024e-01, -2.4598588e-01, ..., -7.7696490e-01,
-6.2962934e-02, 3.9139634e-01],
[-2.5761092e-01, 1.9529041e+00, 1.8944323e+00, ..., -6.2177372e-01,
1.9879870e-03, -2.0970724e+00],
...,
[ 6.2918687e-01, 1.2556236e+00, -3.4250414e-01, ..., 9.9656636e-01,
5.2954787e-01, 4.8121628e-01],
[-8.8107616e-01, 1.1328713e+00, -7.2820997e-01, ..., -1.5153421e-01,
8.9700860e-01, 8.0935687e-01],
[ 1.2466426e+00, -1.5712062e+00, -3.8190967e-01, ..., 5.3198290e-01,
1.1058064e+00, 1.7978556e+00]],
[[ 3.5160422e-01, 9.5463330e-01, 8.1811917e-01, ..., 8.4784776e-01,
1.5972525e-01, -3.4283367e-01],
[-1.1116155e+00, 2.9964089e-01, 8.4383756e-02, ..., -3.4955630e-01,
-1.2900637e+00, 1.9709598e+00],
[ 4.3167859e-01, -3.4403577e-01, -2.9276723e-02, ..., -8.8986713e-01,
7.9836778e-02, -1.0170830e+00],
...,
[ 4.7981206e-01, 1.6752635e-01, 3.5241121e-01, ..., -2.5853452e-01,
-3.8542941e-01, 1.1489689e+00],
[-6.1210984e-01, 6.8915957e-01, -6.0061784e-04, ..., 9.2109013e-01,
-3.6068744e-04, 7.3321003e-01],
[-3.3202145e-01, -8.7192541e-01, 1.2870572e+00, ..., -1.2159731e+00,
9.0699965e-01, -2.3377047e-01]],
[[ 6.2522256e-01, 2.4520540e-01, -1.0479764e+00, ..., -5.3979135e-01,
-6.8654442e-01, 6.4451039e-01],
[ 1.1973276e-01, 7.5134456e-01, 1.5069054e-01, ..., -7.3183171e-02,
3.1486401e-01, 3.0960459e-02],
[ 3.3086959e-01, -1.8817295e-01, -1.2328708e+00, ..., -8.0901533e-01,
4.0649784e-01, -2.5267279e-01],
...,
[ 2.0868115e+00, 1.9660625e+00, 1.9816971e+00, ..., -1.2653998e+00,
-2.7339184e-01, -7.5294191e-01],
[ 4.9158040e-01, 9.4412845e-01, 7.2469866e-01, ..., -7.9694372e-01,
1.1594019e-02, 2.2739768e+00],
[ 4.8643765e-01, 6.8658632e-01, -2.8779000e-01, ..., 1.2350485e+00,
-1.0177182e+00, -1.2383713e+00]]]]
Outputs:
y: shape=(1, 3, 30, 30), dtype=float32
[[[[ 1.2357849 , 1.2357849 , 1.2357849 , ..., 1.516039 , 1.516039 ,
1.516039 ],
[ 1.2357849 , 1.2357849 , 1.2357849 , ..., 1.516039 , 1.516039 ,
1.516039 ],
[ 1.2357849 , 1.9529041 , 1.9529041 , ..., 1.516039 , 1.516039 ,
1.516039 ],
...,
[ 1.2466426 , 1.2556236 , 1.2556236 , ..., 1.7978556 , 1.7978556 ,
1.7978556 ],
[ 1.2466426 , 1.2466426 , 1.2466426 , ..., 1.7978556 , 1.7978556 ,
1.7978556 ],
[ 1.2466426 , 1.2466426 , 1.2466426 , ..., 1.7978556 , 1.7978556 ,
1.7978556 ]],
[[ 0.35160422, 0.9546333 , 0.9546333 , ..., 0.84784776, 0.15972525,
-0.34283367],
[ 0.35160422, 0.9546333 , 0.9546333 , ..., 1.9709598 , 1.9709598 ,
1.9709598 ],
[ 0.4316786 , 0.9546333 , 0.9546333 , ..., 1.9709598 , 1.9709598 ,
1.9709598 ],
...,
[ 0.47981206, 0.6891596 , 1.2870572 , ..., 1.1489689 , 1.1489689 ,
1.1489689 ],
[-0.33202145, 0.6891596 , 1.2870572 , ..., 0.9210901 , 0.90699965,
0.73321 ],
[-0.33202145, -0.33202145, 1.2870572 , ..., 0.90699965, 0.90699965,
-0.23377047]],
[[ 0.62522256, 0.62522256, 0.62522256, ..., 0.6445104 , 0.6445104 ,
0.6445104 ],
[ 0.62522256, 0.75134456, 0.75134456, ..., 0.6445104 , 0.6445104 ,
0.6445104 ],
[ 0.62522256, 0.75134456, 0.75134456, ..., 0.6445104 , 0.6445104 ,
0.6445104 ],
...,
[ 2.0868115 , 2.0868115 , 2.0868115 , ..., 2.2739768 , 2.2739768 ,
2.2739768 ],
[ 0.4915804 , 0.94412845, 0.94412845, ..., 2.2739768 , 2.2739768 ,
2.2739768 ],
[ 0.48643765, 0.6865863 , 0.6865863 , ..., 1.2350485 , -1.0177182 ,
-1.2383713 ]]]]
test_cc_maxpool_2d_precomputed_pads
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [5, 5]
pads = [2, 2, 2, 2]
Inputs:
x: shape=(1, 1, 5, 5), dtype=float32
[[[[ 1., 2., 3., 4., 5.],
[ 6., 7., 8., 9., 10.],
[11., 12., 13., 14., 15.],
[16., 17., 18., 19., 20.],
[21., 22., 23., 24., 25.]]]]
Outputs:
y: shape=(1, 1, 5, 5), dtype=float32
[[[[13., 14., 15., 15., 15.],
[18., 19., 20., 20., 20.],
[23., 24., 25., 25., 25.],
[23., 24., 25., 25., 25.],
[23., 24., 25., 25., 25.]]]]
test_cc_maxpool_2d_precomputed_same_upper
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [3, 3]
strides = [2, 2]
auto_pad = "SAME_UPPER"
Inputs:
x: shape=(1, 1, 5, 5), dtype=float32
[[[[ 1., 2., 3., 4., 5.],
[ 6., 7., 8., 9., 10.],
[11., 12., 13., 14., 15.],
[16., 17., 18., 19., 20.],
[21., 22., 23., 24., 25.]]]]
Outputs:
y: shape=(1, 1, 3, 3), dtype=float32
[[[[ 7., 9., 10.],
[17., 19., 20.],
[22., 24., 25.]]]]
test_cc_maxpool_2d_precomputed_strides
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2]
strides = [2, 2]
Inputs:
x: shape=(1, 1, 5, 5), dtype=float32
[[[[ 1., 2., 3., 4., 5.],
[ 6., 7., 8., 9., 10.],
[11., 12., 13., 14., 15.],
[16., 17., 18., 19., 20.],
[21., 22., 23., 24., 25.]]]]
Outputs:
y: shape=(1, 1, 2, 2), dtype=float32
[[[[ 7., 9.],
[17., 19.]]]]
test_cc_maxpool_2d_same_lower
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2]
auto_pad = "SAME_LOWER"
Inputs:
x: shape=(1, 3, 32, 32), dtype=float32
[[[[-0.846573 , 1.2833743 , 0.7443729 , ..., -1.3460412 , 0.7294753 ,
0.6825587 ],
[-1.2590255 , -2.3378267 , -0.7833349 , ..., 0.4255984 , -1.323812 ,
0.01862341],
[ 0.70100063, 0.5346314 , -0.5092597 , ..., 0.57043433, -0.03280929,
-1.134544 ],
...,
[ 1.9462404 , 0.53198606, -1.648134 , ..., 1.5592868 , 0.6429011 ,
-1.1374124 ],
[-0.09986878, -1.0736622 , -1.514247 , ..., -1.4806713 , -0.7258881 ,
1.6252352 ],
[ 0.58187973, 0.0559542 , 1.716028 , ..., 1.7532557 , 0.02533428,
-1.5863453 ]],
[[-1.2633207 , 0.36203012, 1.7579862 , ..., -1.2877005 , 0.85185736,
0.83777416],
[ 0.15792671, 0.04504448, 0.5266374 , ..., -0.83875525, 0.9671178 ,
-2.0021718 ],
[-0.09459785, -1.8373498 , 0.48619452, ..., -1.3455886 , 0.26116097,
-0.95088553],
...,
[ 1.5610067 , -0.87168527, 0.8048863 , ..., -0.9061975 , -1.2387512 ,
1.797786 ],
[ 1.0111693 , 1.1130437 , 0.4162958 , ..., 0.40092266, 0.6254446 ,
-0.15443689],
[-0.7545153 , -1.0372305 , -0.11510222, ..., -0.04286765, -1.1051035 ,
-1.5105164 ]],
[[ 1.3617735 , 0.74795824, 0.49345884, ..., 1.273046 , -1.3554716 ,
0.8775139 ],
[ 0.57065916, -0.75412905, -0.12653314, ..., -0.3034981 , -0.71642685,
0.34556422],
[ 0.9372453 , 0.35106334, -1.3405629 , ..., 0.31981754, 1.5488869 ,
-1.4700456 ],
...,
[-0.6848655 , -0.0722323 , -1.4845569 , ..., -0.09702074, 1.7643766 ,
-0.10117364],
[ 1.6076801 , 1.069347 , -0.6013542 , ..., 0.62279165, 0.25702855,
-0.7141915 ],
[ 1.8504369 , 0.84003997, 0.40663835, ..., 1.0630728 , 0.6023525 ,
1.1732253 ]]]]
Outputs:
y: shape=(1, 3, 32, 32), dtype=float32
[[[[-0.846573 , 1.2833743 , 1.2833743 , ..., -0.33787218, 0.7294753 ,
0.7294753 ],
[-0.846573 , 1.2833743 , 1.2833743 , ..., 0.4255984 , 0.7294753 ,
0.7294753 ],
[ 0.70100063, 0.70100063, 0.5346314 , ..., 1.2150749 , 0.57043433,
0.01862341],
...,
[ 1.9462404 , 1.9462404 , 1.3883861 , ..., 1.5592868 , 1.5592868 ,
0.6429011 ],
[ 1.9462404 , 1.9462404 , 0.53198606, ..., 1.5592868 , 1.5592868 ,
1.6252352 ],
[ 0.58187973, 0.58187973, 1.716028 , ..., 1.7532557 , 1.7532557 ,
1.6252352 ]],
[[-1.2633207 , 0.36203012, 1.7579862 , ..., 1.3408135 , 0.85185736,
0.85185736],
[ 0.15792671, 0.36203012, 1.7579862 , ..., 1.3408135 , 0.9671178 ,
0.9671178 ],
[ 0.15792671, 0.15792671, 0.5266374 , ..., 0.07284791, 0.9671178 ,
0.9671178 ],
...,
[ 1.5610067 , 1.5610067 , 0.8048863 , ..., 0.02679303, -0.20379072,
1.797786 ],
[ 1.5610067 , 1.5610067 , 1.1130437 , ..., 0.40092266, 0.6254446 ,
1.797786 ],
[ 1.0111693 , 1.1130437 , 1.1130437 , ..., 1.3350531 , 0.6254446 ,
0.6254446 ]],
[[ 1.3617735 , 1.3617735 , 0.74795824, ..., 1.273046 , 1.273046 ,
0.8775139 ],
[ 1.3617735 , 1.3617735 , 0.74795824, ..., 1.273046 , 1.273046 ,
0.8775139 ],
[ 0.9372453 , 0.9372453 , 0.35106334, ..., 1.3054326 , 1.5488869 ,
1.5488869 ],
...,
[-0.6848655 , 1.309294 , 1.309294 , ..., 1.0428418 , 1.7643766 ,
1.7643766 ],
[ 1.6076801 , 1.6076801 , 1.069347 , ..., 0.62279165, 1.7643766 ,
1.7643766 ],
[ 1.8504369 , 1.8504369 , 1.069347 , ..., 1.0630728 , 1.0630728 ,
1.1732253 ]]]]
test_cc_maxpool_2d_same_upper
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2]
auto_pad = "SAME_UPPER"
Inputs:
x: shape=(1, 3, 32, 32), dtype=float32
[[[[-1.233148 , 0.13186626, 0.7939877 , ..., 0.8681424 , 0.64394414,
-0.11681466],
[-0.55781925, 1.5857856 , 0.96086985, ..., -1.7239068 , -0.3767399 ,
-0.13721095],
[ 0.5708721 , -1.1477789 , 0.46567276, ..., -1.4794129 , -1.5816475 ,
-0.14631592],
...,
[-0.6479904 , 1.0187557 , 1.3432059 , ..., -1.0646873 , -0.22294074,
0.07077917],
[ 1.3313967 , 1.0094332 , 1.3586669 , ..., -0.53467995, 0.36368942,
-1.0939453 ],
[ 0.7484042 , 0.1799028 , -0.7029637 , ..., -0.377248 , 0.6386618 ,
0.62495095]],
[[ 0.25430715, 1.1021228 , -0.49622867, ..., 0.0471443 , 0.2533394 ,
1.4414474 ],
[ 0.16404562, 0.4021577 , -2.1441314 , ..., -0.634444 , 0.9233343 ,
-0.36226925],
[ 0.5740191 , 0.8784944 , 0.8107991 , ..., -1.5918964 , -2.796402 ,
-0.5721564 ],
...,
[-0.12026425, -1.3159437 , -1.0271541 , ..., 1.1661525 , 0.12790743,
-0.26755294],
[ 0.550683 , 0.6940625 , -1.0455279 , ..., 0.77260435, -0.02757582,
1.3979913 ],
[ 1.8211744 , 0.17316523, -1.6354498 , ..., -0.9516228 , -0.3841673 ,
-0.11161825]],
[[ 0.7136061 , -0.78652394, 1.8454345 , ..., -1.2720385 , -0.98802054,
-0.48902142],
[-0.47550792, -0.14462104, -0.85547227, ..., 0.33593807, 1.7964281 ,
1.4436595 ],
[-0.48156253, 0.04793333, -1.6997421 , ..., -0.8683587 , 1.5804489 ,
-0.8066926 ],
...,
[-0.25314906, -1.0457202 , 1.3359259 , ..., 1.3151037 , -1.1147457 ,
1.0618027 ],
[ 0.63597894, 0.7079089 , 0.31293947, ..., -0.56030554, 1.515977 ,
1.197144 ],
[ 0.8095428 , 1.2024052 , -0.4714438 , ..., -1.5034758 , -0.18256812,
-0.7473524 ]]]]
Outputs:
y: shape=(1, 3, 32, 32), dtype=float32
[[[[ 1.5857856 , 1.5857856 , 0.96086985, ..., 0.8681424 , 0.64394414,
-0.11681466],
[ 1.5857856 , 1.5857856 , 1.1374918 , ..., -0.3767399 , -0.13721095,
-0.13721095],
[ 0.5708721 , 0.46567276, 1.1374918 , ..., 0.36009982, 0.36009982,
-0.14631592],
...,
[ 1.3313967 , 1.3586669 , 1.3586669 , ..., 0.36368942, 0.36368942,
0.07077917],
[ 1.3313967 , 1.3586669 , 1.3586669 , ..., 0.6386618 , 0.6386618 ,
0.62495095],
[ 0.7484042 , 0.1799028 , -0.217237 , ..., 0.6386618 , 0.6386618 ,
0.62495095]],
[[ 1.1021228 , 1.1021228 , 0.30887213, ..., 0.9233343 , 1.4414474 ,
1.4414474 ],
[ 0.8784944 , 0.8784944 , 0.8107991 , ..., 0.9233343 , 0.9233343 ,
-0.36226925],
[ 1.4486924 , 1.4486924 , 1.3975581 , ..., 1.13822 , 0.65583766,
0.65583766],
...,
[ 0.6940625 , 0.6940625 , 1.2515141 , ..., 1.1661525 , 1.3979913 ,
1.3979913 ],
[ 1.8211744 , 0.6940625 , -0.31480303, ..., 0.77260435, 1.3979913 ,
1.3979913 ],
[ 1.8211744 , 0.17316523, -0.32448578, ..., -0.3841673 , -0.11161825,
-0.11161825]],
[[ 0.7136061 , 1.8454345 , 1.8454345 , ..., 1.7964281 , 1.7964281 ,
1.4436595 ],
[ 0.04793333, 0.04793333, 0.5863865 , ..., 1.7964281 , 1.7964281 ,
1.4436595 ],
[ 0.16164333, 0.16164333, 0.5863865 , ..., 1.5804489 , 1.5804489 ,
-0.08731077],
...,
[ 0.7079089 , 1.3359259 , 1.3359259 , ..., 1.515977 , 1.515977 ,
1.197144 ],
[ 1.2024052 , 1.2024052 , 0.31293947, ..., 1.515977 , 1.515977 ,
1.197144 ],
[ 1.2024052 , 1.2024052 , -0.4714438 , ..., -0.18256812, -0.18256812,
-0.7473524 ]]]]
test_cc_maxpool_2d_strides
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [5, 5]
strides = [3, 3]
Inputs:
x: shape=(1, 3, 32, 32), dtype=float32
[[[[ 0.16602525, 0.11929144, 0.5103543 , ..., -0.44074798, 1.8726983 ,
-1.2862704 ],
[ 0.38438547, 1.782237 , -0.76287836, ..., 0.65155816, 0.29515266,
-0.24048653],
[ 0.7632533 , 1.3672935 , 1.4501482 , ..., -1.512985 , -1.7005942 ,
-1.8951962 ],
...,
[-1.7466207 , 1.5708871 , -2.0036483 , ..., 1.2441545 , 0.44200435,
0.2710248 ],
[-0.59470165, 1.2235832 , 1.0222397 , ..., -0.17072436, -0.05921624,
-0.11944293],
[ 2.2548351 , 0.26387468, 0.49889192, ..., -0.48617485, -1.3038286 ,
-0.34316775]],
[[-0.32569262, -0.01140043, -0.46679023, ..., -1.0986394 , -0.804556 ,
-1.877403 ],
[ 1.1452156 , -0.60604674, -2.053123 , ..., -0.62569004, 0.7045106 ,
0.13190065],
[-0.46068156, 0.23277675, -1.1869664 , ..., 0.14356357, 0.50460553,
-1.23438 ],
...,
[ 0.41872427, 0.38981122, 1.7440066 , ..., -0.9187048 , 0.02190685,
1.5252512 ],
[-1.9404764 , 0.5129397 , -0.21909882, ..., 0.12690644, 0.7135966 ,
-0.80859935],
[ 0.37863344, 1.0494964 , 0.03169734, ..., 1.3995097 , -0.56579185,
0.03693416]],
[[-0.15296295, 0.2664334 , 1.1471239 , ..., 1.4725525 , -0.09067626,
0.47216576],
[-1.2594022 , -0.17913231, 0.3367018 , ..., 0.5774073 , 1.8080859 ,
0.1794483 ],
[-1.4758993 , 0.89891756, 0.07446362, ..., -0.7751423 , 0.4101777 ,
0.22543916],
...,
[-0.6587232 , 0.8889561 , -0.21119939, ..., -0.28455147, -2.098172 ,
0.7763415 ],
[-0.8997843 , -0.98052984, -1.4913992 , ..., -0.38538694, 0.9890618 ,
0.01862116],
[ 0.74630916, 0.00628574, -1.439897 , ..., 0.7996906 , 0.9280498 ,
0.94264007]]]]
Outputs:
y: shape=(1, 3, 10, 10), dtype=float32
[[[[2.0080745 , 2.580351 , 2.580351 , ..., 2.1065156 , 1.5460641 ,
1.8726983 ],
[1.7501041 , 2.580351 , 2.580351 , ..., 2.1065156 , 1.5460641 ,
1.5460641 ],
[1.6638124 , 1.942662 , 2.2702153 , ..., 2.087906 , 1.922583 ,
1.922583 ],
...,
[1.6427397 , 2.8749952 , 2.8749952 , ..., 1.7730662 , 1.803185 ,
1.803185 ],
[2.4099367 , 1.5229993 , 1.3423587 , ..., 1.5592363 , 2.1303174 ,
2.1303174 ],
[2.4099367 , 1.3224059 , 1.8662823 , ..., 1.5525616 , 2.1303174 ,
2.1303174 ]],
[[2.527229 , 1.8428931 , 1.8428931 , ..., 1.5831102 , 1.2618206 ,
1.2733496 ],
[2.527229 , 0.9679201 , 1.5379992 , ..., 1.4155552 , 1.4454943 ,
2.0184128 ],
[1.7096517 , 1.8290677 , 1.8290677 , ..., 1.6167114 , 3.2303867 ,
3.2303867 ],
...,
[2.2729568 , 2.2729568 , 1.7184474 , ..., 2.7104967 , 2.7104967 ,
1.3664466 ],
[2.2729568 , 2.2729568 , 1.7184474 , ..., 2.7104967 , 2.7104967 ,
2.086401 ],
[1.9799331 , 1.9799331 , 1.3176233 , ..., 1.2657219 , 1.9399097 ,
1.9399097 ]],
[[2.4204907 , 2.4204907 , 2.017021 , ..., 1.6348604 , 1.6348604 ,
1.8080859 ],
[2.4204907 , 2.4204907 , 1.9536985 , ..., 0.95633626, 2.0650494 ,
2.4870765 ],
[1.9272076 , 2.5736709 , 2.5736709 , ..., 1.961155 , 1.7472014 ,
2.4870765 ],
...,
[1.1803296 , 1.3648323 , 2.506617 , ..., 2.2452826 , 1.4087754 ,
2.1013443 ],
[1.1803296 , 1.3648323 , 1.7168952 , ..., 2.2452826 , 1.4958982 ,
1.5736156 ],
[1.1460465 , 1.2784623 , 1.2784623 , ..., 1.4958982 , 1.4958982 ,
1.5736156 ]]]]
test_cc_maxpool_2d_uint8
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [5, 5]
pads = [2, 2, 2, 2]
Inputs:
x: shape=(1, 1, 5, 5), dtype=uint8
[[[[ 1, 2, 3, 4, 5],
[ 6, 7, 8, 9, 10],
[11, 12, 13, 14, 15],
[16, 17, 18, 19, 20],
[21, 22, 23, 24, 25]]]]
Outputs:
y: shape=(1, 1, 5, 5), dtype=uint8
[[[[13, 14, 15, 15, 15],
[18, 19, 20, 20, 20],
[23, 24, 25, 25, 25],
[23, 24, 25, 25, 25],
[23, 24, 25, 25, 25]]]]
test_cc_maxpool_3d_default
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2, 2]
Inputs:
x: shape=(1, 3, 32, 32, 32), dtype=float32
[[[[[-1.00095415e+00, 1.33354032e+00, 5.18862069e-01, ...,
5.89425087e-01, -2.08401847e+00, -2.12993312e+00],
[-3.34791392e-01, 2.26438880e+00, -5.79539180e-01, ...,
-1.44043934e+00, 1.42814314e+00, -4.73739147e-01],
[-9.37819302e-01, -4.21166062e-01, -9.61123407e-01, ...,
1.12007022e+00, -2.79763222e-01, 6.46137536e-01],
...,
[ 9.44862783e-01, 5.31825840e-01, 9.43084240e-01, ...,
-6.51812077e-01, 4.25127894e-01, 9.99117911e-01],
[ 2.46012360e-01, -2.33221099e-01, 1.37830853e-01, ...,
9.58387733e-01, 8.91991377e-01, 7.31432498e-01],
[ 1.47832870e+00, 1.34578156e+00, 6.35201573e-01, ...,
-9.29782689e-01, -1.04758346e+00, -1.02001861e-01]],
[[-1.68982434e+00, -6.07475042e-02, 1.41302240e+00, ...,
9.48444963e-01, -1.53880990e+00, -2.07814169e+00],
[-2.63545930e-01, -1.17953980e+00, 1.33060083e-01, ...,
-1.49060869e+00, -6.09044194e-01, -3.85611892e-01],
[-2.19555557e-01, 3.52193147e-01, 9.39469993e-01, ...,
1.74137521e+00, -1.28793466e+00, 1.51484656e+00],
...,
[ 1.20608044e+00, 3.83930355e-01, 8.55708122e-01, ...,
4.71797079e-01, 8.22595805e-02, -5.09169579e-01],
[-8.62762988e-01, 1.87729076e-01, -4.48157012e-01, ...,
-9.33882177e-01, -4.39177960e-01, -5.57209671e-01],
[-3.44458997e-01, -1.21387804e+00, -1.15590310e+00, ...,
-6.64325356e-01, -9.02270317e-01, 1.10057104e+00]],
[[ 1.03375661e+00, -8.04593861e-01, -9.46080565e-01, ...,
-4.40151542e-01, -6.09726071e-01, 6.25905633e-01],
[-2.82589018e-01, -1.59531808e+00, 3.72235298e-01, ...,
5.70409179e-01, -1.68737143e-01, 2.80450165e-01],
[ 7.04649806e-01, 4.05518353e-01, 2.06731498e-01, ...,
-1.57748520e-01, -1.10332608e+00, -1.90040159e+00],
...,
[ 3.05323482e-01, -8.57376009e-02, 1.30277073e+00, ...,
-1.57954776e+00, 9.31877017e-01, 9.32457507e-01],
[-3.61286663e-02, 1.29815650e+00, 5.20242751e-02, ...,
-1.22109866e-02, 8.29091847e-01, -1.32079601e+00],
[ 3.58072102e-01, -3.58426303e-01, -1.03566468e+00, ...,
-8.87243032e-01, 3.54745805e-01, 1.02012968e+00]],
...,
[[ 3.51062655e-01, 1.89133441e+00, -1.58781588e-01, ...,
-3.42413276e-01, -1.11120068e-01, -2.06356406e-01],
[ 7.77136326e-01, -4.64570194e-01, 8.21441561e-02, ...,
-1.34915769e+00, -3.55901659e-01, 4.13391590e-01],
[ 1.35972142e+00, 1.27490616e+00, -8.67307603e-01, ...,
-7.77780354e-01, 3.41192722e-01, -6.18430078e-01],
...,
[-2.15849131e-01, 1.80983996e+00, 1.40079498e+00, ...,
-1.03906918e+00, -1.99031949e+00, 1.43216205e+00],
[-4.91645098e-01, -8.66005957e-01, -4.55944866e-01, ...,
-1.20049393e+00, -1.03590615e-01, -1.73429787e+00],
[-6.76036596e-01, -1.22381914e+00, 5.21164536e-01, ...,
1.88861027e-01, 1.52308929e+00, -2.03611299e-01]],
[[ 1.32940626e+00, -5.46988785e-01, 4.48736221e-01, ...,
-2.59853721e-01, 7.40424752e-01, 7.27172494e-01],
[ 5.24355054e-01, -1.15780675e+00, -5.33923209e-01, ...,
8.54937971e-01, -1.05773568e+00, -2.39809230e-01],
[ 1.68871149e-01, -1.71211869e-01, 3.67206275e-01, ...,
-4.45083112e-01, -4.26132321e-01, -1.35067150e-01],
...,
[ 1.61579990e+00, 2.91131258e-01, -1.66910994e+00, ...,
5.70809655e-02, 6.90663084e-02, -2.79859006e-01],
[ 4.93252724e-01, 8.42008054e-01, -1.56214738e+00, ...,
6.16511762e-01, -1.58270848e+00, -2.92506546e-01],
[ 8.96061957e-02, -1.72911391e-01, 2.49103427e-01, ...,
3.42199355e-02, 2.84267008e-01, -7.09487200e-01]],
[[-5.85068583e-01, -1.75374687e+00, 1.07641351e+00, ...,
-3.68145823e-01, 3.54151040e-01, 1.49363011e-01],
[-4.82461341e-02, 7.33400106e-01, 1.06735134e+00, ...,
-3.72868031e-01, 1.22269320e+00, 2.37097979e-01],
[ 1.73306257e-01, -4.86555725e-01, -8.15082610e-01, ...,
-1.54863679e+00, -1.45608246e+00, 3.30554336e-01],
...,
[ 3.67493719e-01, -3.84992033e-01, 1.64050984e+00, ...,
-4.82705444e-01, 5.51519156e-01, 6.12609863e-01],
[ 4.22987401e-01, 8.90541434e-01, -6.61994696e-01, ...,
1.15397356e-01, 2.07468486e+00, 1.44862318e+00],
[-5.80899656e-01, 2.63336360e-01, -1.58303201e-01, ...,
7.70311356e-01, -1.89287290e-01, -9.86876011e-01]]],
[[[-7.48898566e-01, 1.50180364e+00, -6.17718875e-01, ...,
9.00187850e-01, 3.21873277e-01, -5.58443844e-01],
[ 3.81252199e-01, -1.49687719e+00, -1.72442341e+00, ...,
-9.27027822e-01, 1.51676047e+00, 1.67116094e+00],
[ 5.39479777e-02, 3.20624918e-01, 1.22914803e+00, ...,
-2.39689574e-01, -9.19850290e-01, 2.26048541e+00],
...,
[-1.56999409e+00, 1.13534439e+00, -2.60812044e-01, ...,
-2.45656163e-01, -1.83105445e+00, 9.94746089e-01],
[-1.08874428e+00, 3.38847250e-01, 5.06688356e-01, ...,
-1.98840380e+00, -3.35777193e-01, -9.59975719e-01],
[ 8.65592360e-01, 4.25247014e-01, -3.25278699e-01, ...,
1.14577401e+00, -1.55081034e+00, 6.51069999e-01]],
[[-3.13247621e-01, -3.15539479e-01, 7.78949708e-02, ...,
6.60479128e-01, -7.92654157e-01, -9.04561937e-01],
[-9.97851044e-02, -8.28138649e-01, -1.44105303e+00, ...,
3.96675952e-02, -2.69006521e-01, 1.21082187e+00],
[ 7.80335546e-01, 1.66015133e-01, -2.76684314e-01, ...,
-8.64961743e-01, 6.31190717e-01, -1.34931064e+00],
...,
[-5.88449985e-02, 9.77119505e-01, 3.02134067e-01, ...,
-1.60295054e-01, 1.97251189e+00, 1.24185681e+00],
[-3.16201419e-01, -5.19160867e-01, 2.67373264e-01, ...,
1.62746787e+00, 1.57899010e+00, -1.61857021e+00],
[-1.37604761e+00, 2.18774581e+00, 1.12842762e+00, ...,
-1.64866698e+00, -5.29165149e-01, 1.31323308e-01]],
[[-1.18768060e+00, 1.68440390e+00, 5.87754250e-01, ...,
-1.57813501e+00, 1.36917639e+00, -2.87862718e-01],
[ 1.31430686e+00, 2.01793060e-01, 9.24296081e-01, ...,
1.14971256e+00, 5.81085943e-02, -7.00567141e-02],
[-6.37267008e-02, 6.24123335e-01, 4.59033579e-01, ...,
1.09853661e+00, 6.29638791e-01, -4.22088206e-01],
...,
[ 6.04775906e-01, 9.96240675e-02, 9.36432242e-01, ...,
-4.93786521e-02, 7.46942520e-01, 2.03574836e-01],
[-1.48996606e-01, -1.45748824e-01, -4.77981478e-01, ...,
-1.89475977e+00, -5.77083349e-01, -4.75363731e-01],
[ 2.77784854e-01, 6.05824590e-01, 2.85824269e-01, ...,
9.24503803e-01, 4.87227514e-02, 7.23556995e-01]],
...,
[[-1.66246481e-02, -4.31953758e-01, 1.16490149e+00, ...,
1.77179545e-01, 1.27786890e-01, -2.64670700e-01],
[ 2.02650142e+00, 1.00878906e+00, -1.15678281e-01, ...,
-2.01218748e+00, 7.31085896e-01, 6.89818382e-01],
[-3.97513092e-01, -7.30568171e-01, 8.26057732e-01, ...,
2.68535346e-01, 5.97220659e-01, -1.23187435e+00],
...,
[-6.97791398e-01, -1.37513244e+00, -1.57010126e+00, ...,
-5.80663562e-01, 2.04427838e+00, 2.96523631e-01],
[-2.17805058e-02, -1.91836166e+00, 4.47933003e-02, ...,
3.38854343e-01, 1.62894714e+00, 8.02546382e-01],
[ 2.60892361e-01, -1.64750703e-02, -9.40078318e-01, ...,
2.98721433e-01, 1.34793788e-01, 6.07563972e-01]],
[[-9.80602682e-01, -2.47516489e+00, -7.19547391e-01, ...,
-2.08867952e-01, -1.95154536e+00, 1.84051859e+00],
[ 2.62246394e+00, -8.88501644e-01, 8.46215963e-01, ...,
1.39479208e+00, 7.18518972e-01, -8.71570334e-02],
[-1.01427054e+00, -2.35890412e+00, 1.25597310e+00, ...,
-7.33105183e-01, 1.11817634e+00, -7.78554985e-03],
...,
[-1.21440971e+00, -1.22560978e+00, -1.63568091e+00, ...,
8.66034865e-01, 1.76079309e+00, -2.32100546e-01],
[-1.04863346e+00, -1.35548091e+00, -1.39608359e+00, ...,
1.66936412e-01, 1.60943460e+00, 8.18594813e-01],
[ 3.36391896e-01, -1.39755714e+00, 2.40474391e+00, ...,
-1.00592566e+00, 6.55936956e-01, 3.20577562e-01]],
[[-2.76558906e-01, -1.21049190e+00, -5.25782943e-01, ...,
1.03652135e-01, 1.45047688e+00, -1.77738178e+00],
[ 1.59728691e-01, -6.16775751e-01, -9.52102244e-01, ...,
-1.35184598e+00, 5.92613220e-01, -2.85320431e-01],
[-1.84864068e+00, -1.08888018e+00, 5.09821475e-01, ...,
-7.21938968e-01, 6.33479297e-01, -1.10752642e+00],
...,
[ 1.54013026e+00, -2.44895205e-01, -7.63931423e-02, ...,
1.48053944e-01, 3.35767150e-01, -1.37438655e-01],
[ 6.59547448e-01, 6.55420363e-01, 1.33510566e+00, ...,
-1.65743911e+00, 1.72896576e+00, -1.77294219e+00],
[ 1.68040425e-01, -2.49522281e+00, 2.58672144e-02, ...,
2.35629693e-01, -5.01577020e-01, -2.02761292e+00]]],
[[[-1.00375973e-01, 3.67242903e-01, 9.15426970e-01, ...,
-9.88375366e-01, 2.18262836e-01, 8.39794993e-01],
[-1.40422392e+00, 1.86896816e-01, 1.14582300e+00, ...,
-2.19519094e-01, 1.20551348e+00, 3.95646006e-01],
[ 9.72871244e-01, 4.70458001e-01, 1.07567787e+00, ...,
8.20453614e-02, -5.22518218e-01, 2.65114903e-01],
...,
[ 6.06535792e-01, -1.77737474e+00, -5.95018446e-01, ...,
-8.47651362e-01, 7.32383691e-03, 1.68093014e+00],
[-8.60116482e-01, -1.46461979e-01, -1.26129401e+00, ...,
-9.89349186e-01, 7.92936385e-01, -8.27538729e-01],
[-1.24312162e+00, 1.08739638e+00, -4.99111563e-01, ...,
-3.88709903e-01, -1.99715340e+00, -7.01195002e-02]],
[[-1.92717835e-01, -2.43195310e-01, 6.03943765e-01, ...,
7.45108962e-01, -1.13823617e+00, -2.65849501e-01],
[ 3.10248882e-01, -3.72764945e-01, -3.73963684e-01, ...,
9.72464904e-02, -1.08744301e-01, -3.66134882e-01],
[-3.18246186e-01, 1.01560605e+00, -5.12659431e-01, ...,
-2.87270039e-01, -9.63761270e-01, -1.39915931e+00],
...,
[ 7.92742133e-01, -6.95149302e-01, 2.19668007e+00, ...,
7.40536749e-01, 9.73738909e-01, 6.29487336e-01],
[ 1.55297341e-03, -8.92499447e-01, 2.76401353e+00, ...,
-5.52677751e-01, 6.69734776e-01, -7.45397747e-01],
[ 8.53597164e-01, -2.82095999e-01, 4.46992904e-01, ...,
1.18491864e+00, -6.24875605e-01, -2.99288064e-01]],
[[-7.61767864e-01, 3.53742212e-01, -1.25790811e+00, ...,
-1.77233469e+00, 3.51409286e-01, -3.92229229e-01],
[-2.20051736e-01, 1.13452590e+00, 1.63240242e+00, ...,
6.28343463e-01, 6.38733745e-01, -6.58142686e-01],
[ 6.36096179e-01, -1.01585782e+00, -1.33361173e+00, ...,
1.29601106e-01, -2.42888957e-01, 1.84560633e+00],
...,
[ 2.61528999e-01, 2.48828232e-01, -5.23258924e-01, ...,
-6.39870286e-01, -1.42205453e+00, -1.70202219e+00],
[-1.38161993e-02, 3.52347225e-01, 6.56171679e-01, ...,
1.10368818e-01, -2.13790727e+00, 3.62823963e-01],
[ 2.03490639e+00, -2.69446194e-01, 5.21325991e-02, ...,
7.72516489e-01, 1.01529968e+00, -1.18141460e+00]],
...,
[[-7.08311379e-01, 2.81020164e-01, -2.24654704e-01, ...,
-2.36939311e+00, -1.15231633e+00, -2.19384030e-01],
[-8.26390445e-01, -4.69630271e-01, 2.04533935e+00, ...,
5.15653431e-01, 2.43632182e-01, -1.62251699e+00],
[ 5.27872264e-01, -1.27620474e-01, -1.01262045e+00, ...,
5.81915319e-01, -5.13734855e-02, 2.40879703e+00],
...,
[ 1.71166152e-01, 6.57070220e-01, 2.91130036e-01, ...,
-1.15488613e+00, -8.89940381e-01, 1.75363526e-01],
[-6.96413279e-01, -4.65654790e-01, -1.63748062e+00, ...,
-5.68535984e-01, -1.06521201e+00, 3.78711134e-01],
[ 1.07885051e+00, -1.30101517e-01, -1.00000286e+00, ...,
-1.55380023e+00, -1.06865859e+00, -7.08211511e-02]],
[[ 3.08802694e-01, 1.96652468e-02, -1.91635415e-01, ...,
3.05857122e-01, -4.65448499e-01, -8.34496737e-01],
[-1.98056257e+00, -1.29502285e+00, 6.56944096e-01, ...,
9.13942993e-01, 5.12769699e-01, 8.17021370e-01],
[-1.76118386e+00, 1.30452931e-01, 6.75121665e-01, ...,
1.19128489e+00, -8.47295046e-01, 1.03119567e-01],
...,
[-3.84459376e-01, -6.53606474e-01, 1.47732604e+00, ...,
-3.02372634e-01, -1.93313643e-01, 2.75473744e-01],
[-4.58580315e-01, -5.72308779e-01, -1.05473447e+00, ...,
2.22857535e-01, -4.53278601e-01, -3.41009721e-03],
[ 8.05483699e-01, -1.20524597e+00, -4.80362445e-01, ...,
1.08130586e+00, -1.92315602e+00, -1.46308258e-01]],
[[-1.36847389e+00, -9.45717871e-01, -1.76486802e+00, ...,
-9.34135139e-01, 9.98242795e-01, 4.46378291e-01],
[ 7.33589232e-01, 1.83396971e+00, 1.10008037e+00, ...,
2.29717731e+00, -5.67294061e-01, 8.04831982e-01],
[-1.29556522e-01, 1.72373235e+00, 9.27292466e-01, ...,
-6.33156776e-01, -1.38633478e+00, -1.00665891e+00],
...,
[-3.75819147e-01, 7.08726168e-01, 1.96726286e+00, ...,
-1.78956687e+00, -1.84528351e-01, -1.52477133e+00],
[ 1.16817462e+00, 6.60220623e-01, 4.59778875e-01, ...,
-1.11830807e+00, 7.30343238e-02, 7.44483590e-01],
[-2.68152088e-01, -1.26451659e+00, -5.31882405e-01, ...,
-1.89616120e+00, 3.13458174e-01, 9.59683537e-01]]]]]
Outputs:
y: shape=(1, 3, 31, 31, 31), dtype=float32
[[[[[ 2.2643888 , 2.2643888 , 1.4404445 , ..., 1.857837 , 1.4281431 ,
1.4281431 ],
[ 2.2643888 , 2.2643888 , 1.4661328 , ..., 1.7413752 , 1.7413752 ,
1.5148466 ],
[ 1.2975368 , 1.091016 , 1.4661328 , ..., 1.7413752 , 1.7413752 ,
1.5148466 ],
...,
[ 2.1092954 , 2.1092954 , 0.9558238 , ..., 1.1840135 , 1.1840135 ,
0.9991179 ],
[ 1.2060804 , 0.94308424, 0.9464094 , ..., 0.95838773, 0.95838773,
0.9991179 ],
[ 1.4783287 , 1.3457816 , 1.9389256 , ..., 0.95838773, 0.95838773,
1.100571 ]],
[[ 1.0337566 , 1.4130224 , 1.4130224 , ..., 1.857837 , 0.94844496,
0.62590563],
[ 0.7046498 , 0.93947 , 0.93947 , ..., 1.7413752 , 1.7413752 ,
1.5148466 ],
[ 1.2975368 , 1.091016 , 1.091016 , ..., 2.1402714 , 2.1402714 ,
1.5148466 ],
...,
[ 1.2060804 , 1.3027707 , 1.3027707 , ..., 1.1840135 , 1.4201722 ,
1.4587176 ],
[ 1.2981565 , 1.3027707 , 1.3027707 , ..., 0.90155756, 0.931877 ,
0.9324575 ],
[ 1.2981565 , 1.2981565 , 1.9389256 , ..., 0.2001556 , 0.82909185,
1.100571 ]],
[[ 1.0337566 , 0.92834085, 0.9439265 , ..., 1.5800407 , 0.5704092 ,
0.8307409 ],
[ 1.5496696 , 1.9130791 , 1.9130791 , ..., 0.84626937, 0.84626937,
2.1661894 ],
[ 1.5496696 , 1.9130791 , 1.9130791 , ..., 2.1402714 , 2.1402714 ,
2.1661894 ],
...,
[ 0.731316 , 1.3027707 , 1.3027707 , ..., 2.645296 , 2.645296 ,
1.627874 ],
[ 1.2981565 , 1.3027707 , 1.3027707 , ..., 1.0807202 , 1.627874 ,
1.627874 ],
[ 1.2981565 , 1.3754557 , 1.3754557 , ..., 1.702327 , 1.0712453 ,
1.0712453 ]],
...,
[[ 1.8913344 , 1.8913344 , 0.85349554, ..., 0.8943561 , 0.8943561 ,
0.85480815],
[ 1.3597214 , 1.2749062 , 1.8054022 , ..., 0.8943561 , 1.1547107 ,
1.1547107 ],
[ 1.3827382 , 1.2749062 , 2.2877178 , ..., 1.664428 , 1.7531593 ,
1.7531593 ],
...,
[ 1.80984 , 1.80984 , 1.5649424 , ..., 1.1782318 , 2.6806948 ,
2.6806948 ],
[ 1.80984 , 1.80984 , 1.400795 , ..., 1.0620553 , 1.0620553 ,
1.432162 ],
[ 0.49945185, 1.0080755 , 1.589226 , ..., 1.0620553 , 1.5230893 ,
1.5230893 ]],
[[ 1.8913344 , 1.8913344 , 0.85349554, ..., 1.0106921 , 0.854938 ,
0.74042475],
[ 1.3597214 , 1.2749062 , 1.8054022 , ..., 1.0106921 , 0.854938 ,
0.4133916 ],
[ 1.6619569 , 1.2749062 , 2.2877178 , ..., 0.32338285, 0.7889142 ,
0.7889142 ],
...,
[ 1.80984 , 1.80984 , 1.4559308 , ..., 0.22842145, 2.6806948 ,
2.6806948 ],
[ 1.80984 , 1.80984 , 1.400795 , ..., 0.61651176, 0.61651176,
1.432162 ],
[ 0.84200805, 0.84200805, 1.1108257 , ..., 0.61651176, 1.5230893 ,
1.5230893 ]],
[[ 1.3294063 , 1.0764135 , 1.0764135 , ..., 1.0106921 , 1.2226932 ,
1.2226932 ],
[ 0.7334001 , 1.0673513 , 1.0673513 , ..., 1.0106921 , 1.2226932 ,
1.2226932 ],
[ 1.6619569 , 0.36720628, 0.9963088 , ..., 0.62517285, 1.641213 ,
1.7417681 ],
...,
[ 1.6157999 , 1.6405098 , 1.6405098 , ..., 0.22184828, 1.4780213 ,
1.4780213 ],
[ 1.6157999 , 1.6405098 , 1.6405098 , ..., 0.61651176, 2.0746849 ,
2.0746849 ],
[ 0.89054143, 0.89054143, 1.1108257 , ..., 1.2966306 , 2.0746849 ,
2.0746849 ]]],
[[[ 1.5018036 , 1.5018036 , 1.752842 , ..., 0.90018785, 1.5167605 ,
1.6711609 ],
[ 0.78033555, 1.229148 , 1.752842 , ..., 0.55999506, 1.5167605 ,
2.2604854 ],
[ 1.8235391 , 1.8235391 , 1.229148 , ..., 0.79506284, 1.9492043 ,
2.2604854 ],
...,
[ 1.1353444 , 1.1353444 , 2.6537857 , ..., 0.60344917, 1.9725119 ,
1.9725119 ],
[ 1.1353444 , 1.1353444 , 1.4576713 , ..., 1.6274679 , 1.9725119 ,
1.9725119 ],
[ 2.1877458 , 2.1877458 , 2.8742273 , ..., 1.8854784 , 1.6274679 ,
1.5789901 ]],
[[ 1.6844039 , 1.6844039 , 1.752842 , ..., 1.1497126 , 1.3691764 ,
1.3691764 ],
[ 1.3143069 , 0.9242961 , 1.752842 , ..., 1.1497126 , 1.1497126 ,
1.2108219 ],
[ 1.5590497 , 2.7605534 , 2.7605534 , ..., 1.6848644 , 1.6848644 ,
0.6311907 ],
...,
[ 0.9771195 , 0.9771195 , 2.6537857 , ..., 1.2576034 , 1.9725119 ,
1.9725119 ],
[ 0.9771195 , 0.9771195 , 1.5095084 , ..., 1.6274679 , 1.9725119 ,
1.9725119 ],
[ 2.1877458 , 2.1877458 , 1.1284276 , ..., 1.6274679 , 1.6274679 ,
1.5789901 ]],
[[ 2.1987302 , 2.1987302 , 1.6302876 , ..., 1.1497126 , 1.3691764 ,
1.3691764 ],
[ 2.1987302 , 2.1987302 , 1.6302876 , ..., 1.5381677 , 1.5381677 ,
0.8221092 ],
[ 1.3211532 , 2.7605534 , 2.7605534 , ..., 1.6848644 , 1.6848644 ,
0.96831477],
...,
[ 0.9371784 , 0.95033467, 1.5095084 , ..., 2.0047235 , 2.0047235 ,
1.4277469 ],
[ 0.9371784 , 0.93643224, 1.5095084 , ..., 1.2576034 , 2.3716495 ,
2.3716495 ],
[ 0.6058246 , 0.6058246 , 0.48037177, ..., 0.9245038 , 2.3716495 ,
2.3716495 ]],
...,
[[ 2.0265014 , 1.9332768 , 2.462978 , ..., 0.7766373 , 1.0446376 ,
1.0446376 ],
[ 2.0265014 , 1.0087891 , 1.169401 , ..., 0.7766373 , 1.0446376 ,
1.0446376 ],
[ 1.6402513 , 1.6402513 , 1.169401 , ..., 1.4929334 , 1.4929334 ,
1.3502203 ],
...,
[ 1.0482082 , 1.0482082 , 0.9304752 , ..., 1.6130168 , 2.0442784 ,
2.0442784 ],
[ 0.20641066, 0.54797024, 2.3809745 , ..., 2.225344 , 2.0442784 ,
2.0442784 ],
[ 0.26604545, 1.114841 , 2.3809745 , ..., 2.225344 , 2.163498 ,
2.0610054 ]],
[[ 2.622464 , 1.1649015 , 2.138792 , ..., 1.3947921 , 1.3947921 ,
1.8405186 ],
[ 2.622464 , 1.2559731 , 1.2559731 , ..., 1.3947921 , 1.3947921 ,
1.1181763 ],
[ 0.9696703 , 1.2559731 , 2.2082675 , ..., 0.47264075, 1.1181763 ,
1.1181763 ],
...,
[-0.01393899, 0.9304752 , 0.9304752 , ..., 1.6130168 , 2.0442784 ,
2.0442784 ],
[-0.02178051, 0.0447933 , 0.60690826, ..., 0.86603487, 2.0442784 ,
2.0442784 ],
[ 0.3363919 , 2.404744 , 2.404744 , ..., 0.6662054 , 1.6289471 ,
1.6289471 ]],
[[ 2.622464 , 0.84621596, 2.138792 , ..., 1.3947921 , 1.4504769 ,
1.8405186 ],
[ 2.622464 , 1.2559731 , 1.2559731 , ..., 1.3947921 , 1.3947921 ,
1.1181763 ],
[ 0.9000435 , 1.2559731 , 2.2082675 , ..., 0.5679419 , 1.1181763 ,
2.0209923 ],
...,
[ 1.6630712 , 2.024127 , 2.024127 , ..., 1.4794993 , 2.369678 ,
2.369678 ],
[ 1.5401303 , 1.3351057 , 1.3351057 , ..., 1.8678246 , 1.7607931 ,
1.7607931 ],
[ 0.65954745, 2.404744 , 2.404744 , ..., 1.8678246 , 1.7289658 ,
1.7289658 ]]],
[[[ 0.3672429 , 1.145823 , 1.145823 , ..., 0.74510896, 1.2055135 ,
1.2055135 ],
[ 1.015606 , 1.145823 , 1.145823 , ..., 0.53327227, 1.2055135 ,
1.2055135 ],
[ 1.015606 , 2.5989423 , 2.5989423 , ..., 0.08204536, 1.2632552 ,
1.2632552 ],
...,
[ 1.7681744 , 2.19668 , 2.19668 , ..., 1.1642332 , 0.9737389 ,
1.6809301 ],
[ 0.79274213, 2.7640135 , 2.7640135 , ..., 0.91778344, 0.9737389 ,
1.6809301 ],
[ 1.0873964 , 2.7640135 , 2.7640135 , ..., 1.1849186 , 1.1849186 ,
0.7929364 ]],
[[ 1.1345259 , 1.6324024 , 1.6324024 , ..., 0.74510896, 0.74510896,
0.63873374],
[ 1.1345259 , 1.6324024 , 1.6324024 , ..., 0.62834346, 0.63873374,
1.8456063 ],
[ 1.015606 , 2.5989423 , 2.5989423 , ..., 1.3610201 , 0.97634953,
1.8456063 ],
...,
[ 0.8641012 , 2.19668 , 2.19668 , ..., 1.266858 , 1.1051098 ,
1.3466933 ],
[ 0.79274213, 2.7640135 , 2.7640135 , ..., 1.266858 , 0.9737389 ,
0.9737389 ],
[ 2.0349064 , 2.7640135 , 2.7640135 , ..., 1.1849186 , 1.1849186 ,
1.0152997 ]],
[[ 1.2721406 , 1.6324024 , 1.6324024 , ..., 0.62834346, 0.63873374,
1.1055317 ],
[ 1.2721406 , 1.6324024 , 1.6324024 , ..., 0.62834346, 0.63873374,
1.8456063 ],
[ 0.6753273 , 1.1256392 , 1.1256392 , ..., 1.3610201 , 1.0538414 ,
1.8456063 ],
...,
[ 1.980241 , 1.980241 , 1.2148615 , ..., 1.266858 , 1.1854041 ,
1.3466933 ],
[ 0.35234722, 0.6561717 , 1.2148615 , ..., 1.266858 , 1.1854041 ,
0.6871672 ],
[ 2.0349064 , 0.6561717 , 1.0888364 , ..., 0.7725165 , 1.0152997 ,
1.0152997 ]],
...,
[[ 0.28102016, 2.0453393 , 2.0453393 , ..., 0.86815816, 0.86815816,
1.051746 ],
[ 0.52787226, 2.0453393 , 2.0453393 , ..., 0.86815816, 0.86815816,
2.408797 ],
[ 0.5311539 , 1.3474597 , 1.3474597 , ..., 1.8374807 , 0.9214508 ,
2.408797 ],
...,
[ 1.055949 , 1.055949 , 1.3103927 , ..., 0.53990614, 0.8648005 ,
1.50188 ],
[ 1.0894107 , 0.8720499 , 1.43845 , ..., 0.9357233 , 1.057637 ,
1.057637 ],
[ 1.0894107 , 0.3820292 , 1.43845 , ..., 0.9357233 , 1.057637 ,
1.057637 ]],
[[ 0.3088027 , 2.0453393 , 2.0453393 , ..., 0.913943 , 0.913943 ,
0.81702137],
[ 0.52787226, 2.0453393 , 2.0453393 , ..., 1.1912849 , 1.1912849 ,
2.408797 ],
[ 0.5311539 , 2.3257537 , 2.3257537 , ..., 1.1912849 , 1.1912849 ,
2.408797 ],
...,
[ 0.6570702 , 1.8898098 , 1.8898098 , ..., 1.0612979 , 0.5391777 ,
1.50188 ],
[ 0.6570702 , 1.477326 , 1.477326 , ..., 1.6373318 , 0.22285753,
0.37871113],
[ 1.0788505 , -0.13010152, 0.65914124, ..., 1.6373318 , 1.0813059 ,
0.37871113]],
[[ 1.8339697 , 1.8339697 , 1.3693745 , ..., 2.2971773 , 2.2971773 ,
0.9982428 ],
[ 1.8339697 , 1.8339697 , 1.3693745 , ..., 2.2971773 , 2.2971773 ,
0.81702137],
[ 1.7237324 , 2.3257537 , 2.3257537 , ..., 1.1912849 , 1.1912849 ,
1.678548 ],
...,
[ 0.70872617, 1.9672629 , 1.9672629 , ..., 1.5209901 , 1.5209901 ,
0.5391777 ],
[ 1.1681746 , 1.9672629 , 1.9672629 , ..., 1.6373318 , 0.22285753,
0.7444836 ],
[ 1.1681746 , 0.6602206 , 1.1940988 , ..., 1.6373318 , 1.0813059 ,
0.95968354]]]]]
test_cc_maxpool_3d_dilations
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2, 2]
strides = [1, 1, 1]
dilations = [2, 2, 2]
Inputs:
x: shape=(1, 1, 4, 4, 4), dtype=float32
[[[[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]],
[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]],
[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]],
[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]]]]]
Outputs:
y: shape=(1, 1, 2, 2, 2), dtype=float32
[[[[[11., 12.],
[15., 16.]],
[[11., 12.],
[15., 16.]]]]]
test_cc_maxpool_3d_dilations_use_ref_impl
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [2, 2, 2]
strides = [1, 1, 1]
dilations = [2, 2, 2]
Inputs:
x: shape=(1, 1, 4, 4, 4), dtype=float32
[[[[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]],
[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]],
[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]],
[[ 1., 2., 3., 4.],
[ 5., 6., 7., 8.],
[ 9., 10., 11., 12.],
[13., 14., 15., 16.]]]]]
Outputs:
y: shape=(1, 1, 2, 2, 2), dtype=float32
[[[[[11., 12.],
[15., 16.]],
[[11., 12.],
[15., 16.]]]]]
test_cc_maxpool_3d_dilations_use_ref_impl_large
Node:
MaxPool(x) -> (y)
Attributes:
kernel_shape = [5, 5, 5]
strides = [3, 3, 3]
dilations = [2, 2, 2]
ceil_mode = 1
Inputs:
x: shape=(1, 1, 32, 32, 32), dtype=float32
[[[[[ 8.7459564e-02, -1.0263144e+00, -3.5410684e-01, ..., -7.7455252e-01,
-5.8079177e-01, 1.8802767e+00],
[ 1.8129075e+00, 2.2148694e-01, -1.5326340e+00, ..., -4.8910671e-01,
-1.8447063e+00, -1.2647265e-01],
[ 1.4457804e+00, -1.0492604e+00, -6.3120377e-01, ..., -5.2551591e-01,
7.7952141e-01, 8.4283924e-01],
...,
[ 6.0156316e-01, -3.6622256e-01, -2.0270469e+00, ..., -1.4480622e-02,
2.5809994e+00, -1.6124401e+00],
[ 1.2292221e+00, -2.1758281e-01, 3.4237519e-02, ..., 9.9095315e-01,
-9.5966804e-01, -3.6424690e-01],
[ 6.3660342e-01, 7.5690144e-01, -4.6278861e-01, ..., 3.3909503e-01,
5.0477862e-01, 2.7368531e-01]],
[[-9.6425647e-01, 1.6459702e+00, 5.0930381e-01, ..., -9.9572396e-01,
-1.6841196e+00, -5.6292194e-01],
[-7.2716391e-01, 8.9675641e-01, 2.0371976e+00, ..., -4.8796031e-01,
1.0313048e-01, 1.7124022e+00],
[-5.9225202e-01, -1.8641265e-01, 3.2175905e-01, ..., -7.9837739e-01,
-5.8940017e-01, 3.6220029e-01],
...,
[-1.8685957e+00, -1.0887899e+00, 1.0695835e+00, ..., 6.0569060e-01,
-6.5330040e-01, 2.3215026e-01],
[-1.1948028e+00, 1.7643925e+00, -1.1333588e+00, ..., -1.0677236e+00,
-2.5243106e-01, 1.3411565e-02],
[-5.3108168e-01, -1.8132049e+00, 1.7942990e+00, ..., -1.0876175e+00,
1.4635247e+00, 1.8632878e-01]],
[[ 4.3952838e-01, -6.3612258e-01, 9.0210003e-01, ..., -2.2321275e-02,
-1.0363948e+00, 4.9187225e-01],
[ 1.0983702e+00, 1.4225014e+00, 3.6089134e-01, ..., -3.8573760e-01,
8.4698540e-01, 3.6440752e-02],
[ 1.2153684e+00, -1.0642326e-01, -4.6856827e-01, ..., 1.4043345e+00,
-4.4574329e-01, 1.0985557e+00],
...,
[ 2.1728940e+00, -3.7383132e+00, -7.4027908e-01, ..., 1.2002645e+00,
5.7986921e-01, 1.1436779e+00],
[-9.8623943e-01, -4.4793252e-02, -3.2166812e-01, ..., 2.0621817e+00,
-1.2609957e+00, 1.1094031e+00],
[ 1.4778209e+00, 1.3309511e+00, 1.5205897e-01, ..., 1.4757528e+00,
5.4157943e-02, -6.4109516e-01]],
...,
[[ 5.4502410e-01, 1.0687856e-01, -1.0831670e+00, ..., 1.3139565e-01,
-1.1229311e-01, -4.7330126e-01],
[ 8.5525477e-01, 2.5418770e-01, 6.4746803e-01, ..., -1.3227241e+00,
-7.6211756e-01, -1.6764315e+00],
[-1.0000737e+00, -2.1520606e-01, 5.5469662e-01, ..., 1.7356470e-01,
-1.9910865e+00, -2.9410103e-01],
...,
[ 7.2966474e-01, 3.4179345e-01, 9.6092874e-01, ..., 2.1511211e+00,
-1.8130805e+00, 2.2884333e+00],
[-7.1064091e-01, 1.7742530e+00, 1.6543227e+00, ..., 2.4409039e-01,
-3.6765242e-01, -1.4990361e-01],
[-6.4828366e-01, -6.4855236e-01, 1.9811976e-01, ..., 3.8446599e-01,
1.2304937e+00, 4.8542282e-01]],
[[ 2.4179959e+00, -1.2624004e+00, 6.7706627e-01, ..., -1.2940636e+00,
-1.0157510e+00, 5.9408975e-01],
[ 2.2473235e+00, 1.0522015e+00, 2.2963278e-01, ..., 8.8172805e-01,
-2.9949937e+00, 4.2443797e-01],
[ 7.8000987e-01, 2.5932355e+00, 4.2568761e-01, ..., 3.0514356e-01,
-3.2189068e-01, -7.5219947e-01],
...,
[-1.1368123e+00, 2.1648838e-01, 3.5805860e-01, ..., -5.5025053e-01,
2.8401077e-01, -3.1899822e-01],
[-1.5382248e+00, 1.9204503e-01, -3.4077194e-01, ..., 1.5900403e-01,
-2.1236297e-02, 4.9763271e-01],
[ 4.3001056e-01, -2.9568160e-02, -2.7810179e-02, ..., -9.7752440e-01,
-3.6244780e-01, 4.7408739e-01]],
[[-1.8248802e+00, -3.3506620e-01, 9.0314281e-01, ..., -1.7791276e+00,
3.6667392e-01, 2.3913095e+00],
[-6.2601811e-01, -2.0036132e+00, -1.5448477e+00, ..., 9.1125125e-01,
-1.5709604e+00, -1.2077307e+00],
[-7.0861572e-01, 3.5310826e-01, 3.6400023e-01, ..., 1.7037770e-01,
-1.0934834e+00, 5.4476517e-01],
...,
[-1.2815882e+00, 1.8840252e+00, -6.6340703e-01, ..., 1.2299289e+00,
-1.1261565e-01, 1.6020918e-01],
[-1.3930372e+00, -1.9196249e-03, 1.5064818e+00, ..., -1.5415200e+00,
-1.3025463e+00, -8.0781108e-01],
[-6.7951220e-01, -8.0870640e-01, -2.4995191e-01, ..., 5.0031036e-01,
3.4005579e-01, 5.1354825e-01]]]]]
Outputs:
y: shape=(1, 1, 9, 9, 9), dtype=float32
[[[[[3.0177422, 2.2242174, 3.0177422, ..., 3.0205638, 3.1315432, 2.240355 ],
[2.651844 , 2.816678 , 2.651844 , ..., 2.4511187, 2.3213427, 2.2070115],
[3.0177422, 2.4672623, 3.0177422, ..., 2.240355 , 2.2454276, 2.3842025],
...,
[2.3356216, 2.5742755, 2.3356216, ..., 2.7251403, 2.1430671, 2.7251403],
[2.3041968, 2.4302742, 2.6217864, ..., 2.8291256, 2.4941905, 2.8291256],
[2.3682702, 1.8801982, 3.1067255, ..., 2.261628 , 2.269195 , 2.261628 ]],
[[2.6108205, 2.3304682, 2.6108205, ..., 2.1414526, 2.0722923, 1.7671456],
[2.640571 , 2.2243464, 2.4523845, ..., 2.9618564, 1.6337488, 1.9018779],
[2.1152716, 2.1644413, 2.614102 , ..., 2.550999 , 2.9133265, 2.7624164],
...,
[2.277211 , 2.4653463, 2.9563463, ..., 2.474082 , 2.5526292, 2.474082 ],
[2.5960257, 2.813946 , 2.5960257, ..., 2.4251878, 2.3032126, 2.305785 ],
[1.7079864, 2.4653463, 2.9563463, ..., 2.4344695, 2.5526292, 2.082532 ]],
[[3.2513423, 2.1160176, 2.6066563, ..., 2.1801991, 3.1315432, 1.9276354],
[2.2743824, 2.1189005, 2.5593247, ..., 2.4511187, 2.4110422, 2.9384923],
[3.2513423, 2.4672623, 2.7845278, ..., 2.1191025, 2.5506787, 2.3842025],
...,
[2.5122125, 2.5742755, 2.3841221, ..., 2.645861 , 2.7087057, 3.0672069],
[3.1402223, 2.4302742, 2.6217864, ..., 2.8291256, 2.0521412, 2.8291256],
[2.4581072, 2.1206183, 2.3841221, ..., 2.1096907, 3.3371315, 2.1610289]],
...,
[[2.8569474, 2.5277426, 2.8569474, ..., 2.2075884, 2.5099878, 2.6790717],
[1.9410949, 2.2777388, 2.119297 , ..., 2.4070323, 2.7260265, 2.3301706],
[2.524199 , 2.0965314, 2.3823323, ..., 2.1263428, 2.231978 , 2.363637 ],
...,
[2.1612124, 2.4198315, 2.2954483, ..., 2.66016 , 2.4887848, 2.954034 ],
[2.2301402, 2.2132573, 2.2301402, ..., 2.3875737, 3.0591972, 2.158049 ],
[2.1612124, 1.9631307, 2.2529469, ..., 2.708658 , 2.9424403, 1.9919956]],
[[2.1365106, 3.014858 , 2.2798378, ..., 2.3643641, 2.7484808, 2.3454323],
[2.5414975, 2.5989904, 2.5414975, ..., 2.8897567, 2.0405486, 2.8897567],
[3.1466694, 2.0410573, 2.1955502, ..., 2.3454323, 2.7484808, 2.3454323],
...,
[2.901378 , 2.4169526, 2.901378 , ..., 2.6721308, 2.9862993, 2.6721308],
[3.8626926, 3.4997075, 3.8626926, ..., 2.203427 , 2.6992562, 2.710275 ],
[2.901378 , 2.2801628, 2.901378 , ..., 1.8062114, 2.8386738, 1.8440744]],
[[2.8569474, 2.5277426, 2.8569474, ..., 1.5114524, 2.6069512, 2.6790717],
[2.0174243, 2.2777388, 1.9559848, ..., 2.0399752, 2.223575 , 2.1982212],
[2.6743724, 2.0965314, 2.3823323, ..., 2.159414 , 2.6069512, 1.9478804],
...,
[2.1612124, 2.3823743, 2.2954483, ..., 1.9959853, 2.339207 , 2.332883 ],
[2.4009655, 2.0458682, 2.0824583, ..., 2.4952457, 3.1407986, 2.4952457],
[2.1612124, 1.9631307, 2.2529469, ..., 1.9964098, 2.4163568, 1.9919956]]]]]
test_cc_maxpool_with_argmax_2d_precomputed_pads
Node:
MaxPool(x) -> (y, z)
Attributes:
kernel_shape = [5, 5]
pads = [2, 2, 2, 2]
Inputs:
x: shape=(1, 1, 5, 5), dtype=float32
[[[[ 1., 2., 3., 4., 5.],
[ 6., 7., 8., 9., 10.],
[11., 12., 13., 14., 15.],
[16., 17., 18., 19., 20.],
[21., 22., 23., 24., 25.]]]]
Outputs:
y: shape=(1, 1, 5, 5), dtype=float32
[[[[13., 14., 15., 15., 15.],
[18., 19., 20., 20., 20.],
[23., 24., 25., 25., 25.],
[23., 24., 25., 25., 25.],
[23., 24., 25., 25., 25.]]]]
z: shape=(1, 1, 5, 5), dtype=int64
[[[[12, 13, 14, 14, 14],
[17, 18, 19, 19, 19],
[22, 23, 24, 24, 24],
[22, 23, 24, 24, 24],
[22, 23, 24, 24, 24]]]]
test_cc_maxpool_with_argmax_2d_precomputed_strides
Node:
MaxPool(x) -> (y, z)
Attributes:
kernel_shape = [2, 2]
strides = [2, 2]
storage_order = 1
Inputs:
x: shape=(1, 1, 5, 5), dtype=float32
[[[[ 1., 2., 3., 4., 5.],
[ 6., 7., 8., 9., 10.],
[11., 12., 13., 14., 15.],
[16., 17., 18., 19., 20.],
[21., 22., 23., 24., 25.]]]]
Outputs:
y: shape=(1, 1, 2, 2), dtype=float32
[[[[ 7., 9.],
[17., 19.]]]]
z: shape=(1, 1, 2, 2), dtype=int64
[[[[ 6, 16],
[ 8, 18]]]]
Differences with previous version (12)#
SchemaDiff: MaxPool (domain 'ai.onnx')
old version: 12
new version: 22
breaking: no
Type constraints:
changed ‘T’: added types: [‘tensor(bfloat16)’]
Documentation:
line similarity: 0.97 (+1/-1 lines)
--- MaxPool v12
+++ MaxPool v22
@@ -13,7 +13,7 @@
```
output_spatial_shape[i] = ceil((input_spatial_shape[i] + pad_shape[i] - dilation[i] * (kernel_shape[i] - 1) - 1) / strides_spatial_shape[i] + 1)
```
- if ceil_mode is enabled. `pad_shape[i]` is the sum of pads along axis `i`.
+ if ceil_mode is enabled. `pad_shape[i]` is the sum of pads along axis `i`. Sliding windows that would start in the right padded region are ignored.
`auto_pad` is a DEPRECATED attribute. If you are using them currently, the output spatial shape will be following when ceil_mode is enabled:
```