Comparison of Prolog and matrix-algebraic Al systems

F. Kiamilev; J. Jau; Y. Fainman; S. Esener; Sing H. Lee

doi:10.1364/OAM.1987.TUW6

Annual Meeting Optical Society of America
Technical Digest Series (Optica Publishing Group, 1987),
paper TUW6
•https://doi.org/10.1364/OAM.1987.TUW6

Comparison of Prolog and matrix-algebraic Al systems

F. Kiamilev, J. Jau, Y. Fainman, S. Esener, and Sing H. Lee

OSA Annual Meeting 1987

Rochester, New York United States
18–23 October 1987
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Optical Artificial Intelligence: 1 (TUW)

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F. Kiamilev, J. Jau, Y. Fainman, S. Esener, and S. H. Lee, "Comparison of Prolog and matrix-algebraic Al systems," in Annual Meeting Optical Society of America, Technical Digest Series (Optica Publishing Group, 1987), paper TUW6.

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Abstract

A new approach for formulating Al problems in a manner suitable for parallel optical computing is being developed at UCSD. This approach is contrasted to the sequential search-based algorithms, written in the programming language Prolog, to illustrate its potential advantages. As an example, let us consider a typical Al problem where the goal is to find from whom John may steal.

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