Suppose that we have a linear autoassociator that has been


Suppose that we have a linear autoassociator that has been designed for Q orthogonal prototype vectors of length R using the Hebb rule. The vector elements are either 1 or -1.

i. Show that the Q prototype patterns are eigenvectors of the weight matrix.

ii. What are the other (R - Q ) eigenvectors of the weight matrix?

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Civil Engineering: Suppose that we have a linear autoassociator that has been
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