Representation of discrete functions.

Author(s)
Deschamps, J.P. & Thayse, A.
Year
Abstract

The theory of discrete functions generalizes the theory of Boolean functions and has many applications to multi-valued logic and various combinatorial problems. Some previous results are first summarized. A new method, grounded on the Kronecker matrix product, for obtaining the prime blocks and prime anti-blocks of a discrete function is developed. These last concepts generalize the well-known concepts of prime implicant and prime implicate respectively.

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Publication

Library number
B 12729 fo /01/
Source

From: Proceedings of the 1975 International Symposium on Multiple-valued Logic, Bloomington, May 1975, p. 99-111, fig., ref.

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