PyTorch LogSoftmax vs Softmax for CrossEntropyLoss
I understand that PyTorch's LogSoftmax function is basically just a more numerically stable way to compute Log(Softmax(x)). Softmax lets you convert the output from a Linear layer into a categorical probability distribution.
The pytorch documentation says that CrossEntropyLoss combines nn.LogSoftmax() and nn.NLLLoss() in one single class.
Looking at NLLLoss, I'm still confused...Are there 2 logs being used? I think of negative log as information content of an event. (As in entropy)
After a bit more looking, I think that NLLLoss assumes that you're actually passing in log probabilities instead of just probabilities. Is this correct? It's kind of weird if so...

Yes, NLLLoss takes log-probabilities (log(softmax(x))) as input. Why?. Because if you add a nn.LogSoftmax (or F.log_softmax) as the final layer of your model's output, you can easily get the probabilities using torch.exp(output), and in order to get cross-entropy loss, you can directly use nn.NLLLoss. Of course, log-softmax is more stable as you said.
And, there is only one log (it's in nn.LogSoftmax). There is no log in nn.NLLLoss.
nn.CrossEntropyLoss() combines nn.LogSoftmax() (log(softmax(x))) and nn.NLLLoss() in one single class. Therefore, the output from the network that is passed into nn.CrossEntropyLoss needs to be the raw output of the network (called logits), not the output of the softmax function.
