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Old 02-06-2015, 02:25 PM
mach_learn mach_learn is offline
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Default Homework for Neural Network

Professor Yaser,

In lecture 9 Q & A. You mentioned that you used to have a homework programming assignment for creating a Neural Network, but that was removed.

Could you please post that homework assignment. It would be very helpful.

Thank you
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Old 02-15-2015, 08:52 PM
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yaser yaser is offline
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Default Re: Homework for Neural Network

Here are the old homework problems (not required in this course, and there is no technical support).

\bullet Backpropagation:

Following the class notes, implement the backpropagation algorithm
that takes as input a network architecture (d^{(0)} = d , d^{(1)} , d^{(2)} , ... , d^{(L)} =1)
and a set of examples ({\bf x}_1 , y_1) , ... , ({\bf x}_N , y_N) where
{\bf x}_n \in {\mathbb R}^d and y \in {\mathbb R}, and produces as output the network weights.
The algorithm should perform gradient descent on one example at a time,
but should also keep track of the average error for all the examples in
each epoch. Try your algorithm on the data set in


(the first two columns are the input and the third column is the output).
Test the convergence behavior for architectures with one hidden layer
(L=2) and 1 to 5 neurons (d^{(1)}=1,2,3,4,5), with combinations of the following

(i) The initial weight values chosen independently and randomly
from the range (-0.02,0.02), the range (-0.2,0.2), or the range (-2,2).

(ii) The learning rate \eta fixed at 0.01, 0.1 or 1.

(iii) Sufficient number of epochs to get the training error
to converge (within reason).

Turn in your code and a single parameter combination that resulted
in good convergence for the above architectures.

\bullet Generalization:

Using your backpropagation program and data from the above problem, train different
neural networks with L=2 (an input layer, one `hidden' layer, and an
output layer) where the number of neurons in the hidden layer is 1, 2, 3, 4, or 5.
Use the following out-of-sample data to test your networks:


Plot the training and test errors for each network as a function of
the epoch number (hence the `intermediate' networks are evaluated using the
test data, but the test data is not used in the backpropagation).
Repeat the experiment by reversing the roles of the training and test
sets (you may need to readjust the parameter combination from the previous problem), and plot
the training and test errors again. Briefly analyze the results you get.
Where everyone thinks alike, no one thinks very much
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Old 02-16-2015, 03:09 PM
mach_learn mach_learn is offline
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Default Re: Homework for Neural Network

Thank you Professor Yaser.
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neural network

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