The Storage Capacity of a Fully-Connected Committee Machine
نویسندگان
چکیده
We study the storage capacity of a fully-connected committee machine with a large number K of hidden nodes. The storage capacity is obtained by analyzing the geometrical structure of the weight space related to the internal representation . By examining the asymptotic behavior of order parameters in the limit of large K, the storage capacity Q c is found to be proportional to ]{ Jln ]{ up to the leading order. This result satisfies the mathematical bound given by Mitchison and Durbin , whereas the replica-symmetric solution in a conventional Gardner 's approach violates this bound.
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Weight Space Structure and the Storage Capacity of a Fully-connected Committee Machine Typeset Using Revt E X
We study the storage capacity of a fully-connected committee machine with a large number K of hidden nodes. The storage capacity is obtained by analyzing the geometrical structure of the weight space related to the internal representation. By examining the asymptotic behavior of order parameters in the limit of large K, the storage capacity c is found to be proportional to K p ln K up to the le...
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