Torch截断一部分后是否能梯度回传

能

import torch

from torch import optim 
import torch.nn as nn
 
 
class g(nn.Module):
    def __init__(self):
        super(g, self).__init__()
        self.k = nn.Conv2d(in_channels=2, out_channels=1, kernel_size=1, padding=0, bias=False)
 
    def forward(self, z):
        return self.k(z)

 
 
c = 2
h = 5
w = 5
z = torch.rand( (1,c , h , w)).float().view(1, c, h, w)*100
z.requires_grad = True
k = g()

optim = optim.Adam(k.parameters(), lr=1)
optim.zero_grad()
r = k(z)
r= r[:,:,:3,:3]
r = r.sum()
loss = (r - 1) * (r - 1)

for name,v in k.named_parameters():
    print(name,v) 
print(z)
print("*********************")
 
loss.backward()
optim.step()
for name,v in k.named_parameters():
    print(name,v) 
print(z)

输出：

tensor([[[[-0.0464]],

         [[ 0.4256]]]], requires_grad=True)
tensor([[[[65.6508, 65.0099, 38.5205, 78.4769, 31.6377],
          [27.1530,  5.7923, 23.9614, 59.5419,  3.5597],
          [69.9373, 29.7657, 91.4004, 85.5130, 65.2210],
          [62.6357, 23.9004, 95.3394, 59.5155, 48.1762],
          [98.7728, 97.2193, 66.3625, 65.0421, 22.0612]],

         [[19.3582,  2.4226, 47.2068, 20.1124, 31.9324],
          [23.4966,  5.0654, 12.4682, 35.3092, 90.3394],
          [ 8.4709, 91.5994, 79.7592, 93.8652, 92.6337],
          [49.0805, 63.9460, 81.2459, 63.4729, 77.1670],
          [17.8333, 18.6162, 44.9271, 44.8790,  3.6609]]]], requires_grad=True)
*********************
k.weight Parameter containing:
tensor([[[[-1.0464]],

         [[-0.5744]]]], requires_grad=True)
tensor([[[[65.6508, 65.0099, 38.5205, 78.4769, 31.6377],
          [27.1530,  5.7923, 23.9614, 59.5419,  3.5597],
          [69.9373, 29.7657, 91.4004, 85.5130, 65.2210],
          [62.6357, 23.9004, 95.3394, 59.5155, 48.1762],
          [98.7728, 97.2193, 66.3625, 65.0421, 22.0612]],

         [[19.3582,  2.4226, 47.2068, 20.1124, 31.9324],
          [23.4966,  5.0654, 12.4682, 35.3092, 90.3394],
          [ 8.4709, 91.5994, 79.7592, 93.8652, 92.6337],
          [49.0805, 63.9460, 81.2459, 63.4729, 77.1670],
          [17.8333, 18.6162, 44.9271, 44.8790,  3.6609]]]], requires_grad=True)