Assume that we wish all the desired patterns to be completely stable { we don”t want any of the b

Assume that we wish all the desired patterns to be completely stable { we don”t want any of the bits to ip when the network is put into any desired pattern state { and the total probability of any error at all is required to be less than a small number ∈. Using the approximation to the error function for large z,

show that the maximum number of patterns that can be stored, Nmax,is

If, however, we allow a small amount of corruption of memories to occur, the number of patterns that can be stored increases.

 

 

 

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