Is this “keep the last 10 or 20 approximate hessians”?
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Is there any work on pre-training networks for generic style learning?
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Is @ matrix multiplication or dot product?
did we skip the part where the vgg model is actually trained on the painting? I feel like we skipped straight to extracting the layers of interest.
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This uses the pretrained VGG model. Probably no fine-tuning needed, since we’re using the features extracted by some layer in the middle of the network.
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@ is matrix multiplication (new in python 3)
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I am enjoying today’s lesson a lot 
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I’m really glad about this too…For anyone that might have missed it I actually started a thread a couple days back specifically for an open discussion on this subject in the forums so welcome to anyone that wants to join in or share insights there
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first came to know about it on your computational algebra course
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Please ask him to talk about Multi-GPU
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what was the name of the paper with style-transferring captain america’s shield?
It’s matrix multiplication. It’s a pure python operator. But dot product and matrix multiply are the same, no?
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I CANNOT get enough of Jeremy’s frustration with Math notation. I would watch a friggin’ netflix special about that.
Can we make this happen?
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Is there a name for the type of operation where you just multiply each pair without adding, like this
[[a,b],[c,d]] * [[e,f],[g,h]] = [ [a * e, b * f], [ c * g,d * h ] ]
There is a convention (especially loved by physicists) called Einstein summation. Numpy can do it: https://docs.scipy.org/doc/numpy/reference/generated/numpy.einsum.html
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element-wise multiplication. And yeah, that’s just * in pytorch/numpy/tensorflow
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