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Issue No. 02 - February (1975 vol. 24)
ISSN: 0018-9340
pp: 206-210
D.K. Pradhan , Department of Computer Science, University versity of Saskatchewan
In this correspondence we show the existence of a Reed-Muller like expansion for multivalued functions. We establish that any m-variable, N-valued function [mi]f(x<inf>m</inf>,x<inf>m-1</inf>,...x<inf>1</inf>[/mi]) can be expressed as [mi]C<inf>o</inf>+ C<inf>1</inf>x<inf>1</inf>+ *--+ + C<inf>N</inf><sup>m</sup>_<inf>1</inf>x<inf>m</inf><sup>N-1</sup>x<inf>m-1</inf><sup>N-1</sup>x<inf>1</inf><sup
Generalized Reed-Muller code (GRMC), modular algebra, multivalued logic, postalgebra, power of a prime valued logic, Reed-Muller expansion.

A. Patel and D. Pradhan, "Reed-Muller Like Canonic Forms for Multivalued Functions," in IEEE Transactions on Computers, vol. 24, no. , pp. 206-210, 1975.
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