Tensor repeat for image patches

I have a batch of 20 flattened tensors representing 256X256 images. >>> imgs.shape (20, 65536) Each image was split into 32×32 patches (a total of 64 patches per image). I have calculated a score for each patch and got a vector with the shape of (20,64) I would like to multiply each pixel with the… Read More Tensor repeat for image patches

Why is this requests get not working with this url

If i run this Python code my program just hangs up. (I don`t get any error.) import requests url = "https://raw.githubusercontent.com/tensorflow/docs/master/site/en/tutorials/generative/dcgan.ipynb" r = requests.get(url) But this works perfectly fine as expected. import requests url = "https://stackoverflow.com" r = requests.get(url) Using curl to get the github file worked also fine. curl https://raw.githubusercontent.com/tensorflow/docs/master/site/en/tutorials/generative/dcgan.ipynb So can you reproduce… Read More Why is this requests get not working with this url

Understanding gradient computation using backward() in PyTorch

I’m trying to understand the basic pytorch autograd system: x = torch.tensor(10., requires_grad=True) print(‘tensor:’,x) x.backward() print(‘gradient:’,x.grad) output: tensor: tensor(10., requires_grad=True) gradient: tensor(1.) since x is a scalar constant and no function is applied to it, I expected 0. as the gradient output. Why is the gradient 1. instead? >Solution : Whenever you are using value.backward(),… Read More Understanding gradient computation using backward() in PyTorch

Understanding broadcasting and arithmetic operations on different dimension tensors

I’m currently working on computing various similarity metrics between vectors such as cosine similarity, euclidean distance, mahalanobis distance, etc. As I’m working with vectors that can be very large, I need compute time to be minimal. I’m struggling to understand how to work with vectors of different dimensions (they, do, however, share one dimension) and… Read More Understanding broadcasting and arithmetic operations on different dimension tensors