Realization of Fuzzy Forms

Fuzzy systems are multivalued logic with a continuum of truth values in [ 0,1]. If the truth values inthe interval [ 0,11 are quantized, the operations max (+) and min (*) can be physically realized. Precisely, if [ 0,1] is quantized into 2m equal intervals then the operation max (+) with n argument...

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Bibliographic Details
Published in:IEEE transactions on computers 1975-09, Vol.C-24 (9), p.941-943
Main Author: Srini, V.P.
Format: Article
Language:English
Subjects:
Fuzzy form
iterative array
max gate
min gate
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Summary:Fuzzy systems are multivalued logic with a continuum of truth values in [ 0,1]. If the truth values inthe interval [ 0,11 are quantized, the operations max (+) and min (*) can be physically realized. Precisely, if [ 0,1] is quantized into 2m equal intervals then the operation max (+) with n arguments can be realized by n rows of one-dimensional unilateral array, each having ( m + 1) cells. The cells in the array are combinational. The min (*) operation is realized by changing the boundary conditions to the array. Fuzzy forms are expressions of fuzzy variables using max (+) and min (*). These fuzzy forms are realized using the max (+) and min (*) gates.
ISSN:0018-9340
1557-9956
DOI:10.1109/T-C.1975.224343