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https://github.com/zellyn/deeplearning-class-2011

Code for Deep Learning class at Google
https://github.com/zellyn/deeplearning-class-2011

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Code for Deep Learning class at Google

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* Overview
My code for the Deep Learning class exercises. There should be nothing
proprietary in here. For the earlier exercises, I tried to create
parallel implementations in Octave and NumPy. Later on, class-supplied
helper code necessitated the use of Matlab (for now).

* Materials
- [[http://openclassroom.stanford.edu/MainFolder/CoursePage.php?course=DeepLearning][OpenClassroom Regression Tutorial]]
- [[http://ufldl.stanford.edu/wiki/index.php/UFLDL_Tutorial][UFLDF Tutorial Wiki]]

* Note

- The L-BFGS Matlab code is licensed by Stanford under a Creative Commons,
Attribute, Non-Commercial license. Please read the
[[http://ufldl.stanford.edu/wiki/index.php/Exercise:Sparse_Autoencoder#Sparse_autoencoder_implementation][details on the UFLDL wiki]].
- The MNIST digit data comes from [[http://yann.lecun.com/exdb/mnist/]].
* Questions
** UFLDL
"Since J(W,b) is a non-convex function, gradient descent is
susceptible to local optima; however, in practice gradient descent
usually works fairly well." - [[http://ufldl.stanford.edu/wiki/index.php/Backpropagation_Algorithm][UFLDL/Backpropagation]]

Why? Is it *almost* convex? Are the local optima all of a similar
quality? Are any of the variations (squared error / squared error +
weight decay / squared error + weight decay + sparsity constraints)
convex?
* Tasks
** Python
*** TODO Get [[file:ufldf/stackedae_exercise/stackedae_exercise.py][stackedae_exercise.py]] to work.
*** TODO Implement [[file:ufldf/linear_decoder_exercise][linear_decoder_exercise]].
*** TODO Implement [[file:ufldf/cnn_exercise][cnn_exercise]].