
Accession Number : AD0434767
Title : A MATHEMATICAL MODEL OF A TWOLAYER NETWORK OF THRESHOLD ELEMENTS,
Corporate Author : STANFORD RESEARCH INST MENLO PARK CALIF
Personal Author(s) : Kaylor,Donna J.
Report Date : MAR 1964
Pagination or Media Count : 38
Abstract : This paper deals with two facets of the committee problem; i.e., the problem of determining the values of the two sets of weights in a twolayer learning machine consisting of threshold elements to classify correctly a set of patterns into two categories, where the first layer weights are considered committee members and the second layer is considered the committee solution. The first facet involves the existence of a solution committee and the description of various properties of a solution committee. The second facet involves finding an algorithm for locating the members of a solution committee and assigning an evaluation to the vote for each member. As yet, no satisfactory algorithm is known for simultaneously locating committee members and assigning weights to their votes. (Author)
Descriptors : (*ADAPTIVE CONTROL SYSTEMS, TEACHING MACHINES), (*PATTERN RECOGNITION, ARTIFICIAL INTELLIGENCE), (*NETWORKS, MATHEMATICAL MODELS), MATHEMATICAL LOGIC, DETERMINANTS(MATHEMATICS)
Distribution Statement : APPROVED FOR PUBLIC RELEASE