Truth operations for tautologies, contradictions and logic proofs are not different for fuzzy sets. But these can differ considerably in the result from those of classical logic. The truth tables for approximate Modus Ponens and Modus Tollens are given below: […]
Fuzzy Tautologies – Contradictions and Logic Proofs Read More »
If A and B are two fuzzy sets and R is a fuzzy relation such that then the various forms of fuzzy composition operations are as follow: Max-Min Composition:- Max-Product Composition:- Min-Max Composition:- Max-Max Composition:- Min-Min Composition:- Max-Average Composition:- Sum-Product
Various Forms of Fuzzy Composition Operations Read More »
A set is a well defined collection of objects. Here the word well defined means the object either belongs to or doesn’t belongs to the set. Observe the crispness in the example definitions below: A = { Firefox, Internet Explorer,
Crisp Sets Explained Read More »
