Sentence examples for fuzzy algebra from inspiring English sources

The whole model is based on fuzzy algebra concepts and principles and the software has been developed in MS-Access.

Crack detection, identification of crack geometry and determination of location are all parts of the inspection process that find suitable representation in terms of fuzzy algebra.

Based on linguistic truth-valued intuitionistic fuzzy algebra (LTV-IFA), some concepts and properties of a new intuitionistic fuzzy layered aggregation (IFLA) operator and its inverse operator are discussed.

To represent and manipulate perception-based evaluations of uncertainties of facts and rules, the expert system uses an uncertainty model with qualitative scales of plausibility values and multi-set-based fuzzy algebra of strict monotonic operations.

The properties and examples of fuzzy normed vector spaces, fuzzy algebras, and fuzzy norms are given in [17, 18, 22, 23].

A complete ternary fuzzy normed algebra is called a ternary fuzzy Banach algebra.

Throughout this paper, we suppose that X is a ternary fuzzy normed algebra and Y is a ternary fuzzy Banach algebra.

d ( J n x, J n + 1 x ) < ∞ for all n 0 ≥ n 0 ; the sequence { J n x } converges to a fixed point y ∗ of J; y ∗ is the unique fixed point of J in the set Y = { y ∈ X : d ( J n 0 x, y ) < ∞ } ; d ( y, y ∗ ) ≤ 1 1 − L d ( y, J y ) for all y ∈ Y. Throughout this paper, we suppose that X is a ternary fuzzy normed algebra and Y is a ternary fuzzy Banach algebra.

Theorem 2.3 Let X be a fuzzy Banach algebra.

This space is called the induced fuzzy normed algebra.

Let (A, N) be a fuzzy Banach algebra and (B, N') be a fuzzy normed space.