带有常数的模糊逻辑函数的辨识——部分指定多值Kleenean函数

H. Kikuchi, N. Takagi, M. Mukaidono
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引用次数: 2

摘要

研究了带有常量的部分指定模糊逻辑函数的一些性质,解决了逻辑公式的辨识问题。模糊逻辑(切换)函数是由n个变量、3个逻辑连接词和2个常量0和1组成的逻辑公式表示的映射。本文允许逻辑公式中[0,1]的任意真值为常数。具有任意常数的模糊逻辑函数称为多值Kleenean函数。主要结果是求解Kleenean函数辨识问题的充分必要条件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identification of fuzzy logic functions with constants-partially specified multiple-valued Kleenean functions
Some properties of the partially specified fuzzy logic functions with constants are investigated and the identification problem of logic formula is solved. A fuzzy logic (switching) function is a mapping represented by means of logic formula which consists n variables, three logical connectives, and two constants of 0 and 1. In this paper, any truth values of [0,1] are allowed to be constants in logic formula. The fuzzy logic function with arbitrary constants is called multiple-valued Kleenean function. Main result is a necessary and sufficient condition for an identification problem of Kleenean function to be solved.<>
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