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No.8 (1975/03) >

Title :三値論理関数の完全系と任意関数の簡単化について
Title alternative :A Functionally Complete for Ternary Logic Functions and Simplification Method for Arbitrary Functions.
Authors :鉢嶺, 元助
Authors alternative :Hachimine, Gensuke
Issue Date :30-Jan-1975
Abstract :In general, ternary logic system deals with more information than the binary logic system. But, the number of elements being construct the ternary logic system lots of. Therefore, it is important problem to decrease the number of elements. In this paper, A new functionally complete functions, which are H₁(x), H₂(x), H₃(x), are defined and developed. The functions set is showen to be capable of representing all one or two variable three valued functions, and method of simplifing these functions from nature of the functionally comple functions is showen. Designs for ternary half and full adder that could be composed out of the H₁(x), H₂(x), H₃(X), Min(x), Max(x) operators are given. They are not only simplicity in structure but also high stability on the fluctua-tions in power supply.
Type Local :紀要論文
ISSN :0387-429X
Publisher :琉球大学理工学部
URI :http://hdl.handle.net/20.500.12000/26294
Citation :琉球大学理工学部紀要. 工学篇 = Bulletin of Science & Engineering Division, University of the Ryukyus. Engineering no.8 p.95 -104
Appears in Collections:No.8 (1975/03)

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