2002•Mohu xitong yu shuxueRequires access

Weakly Induced I(L)-Fuzzy Topological Spaces

Gang Liu

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Abstract

In this paper,we introduce and study the concept of weakly induced I(L)-fuzzy topological space; and we prove that it is heritable and productive property. We give the suffient and necessary condition that one I(L) fuzzy topological space is weakly induced I(L) fuzzy topological space.

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What this paper is about

In this paper,we introduce and study the concept of weakly induced I(L)-fuzzy topological space; and we prove that it is heritable and productive property. We give the suffient and necessary condition that one I(L) fuzzy topological space is weakly induced I(L) fuzzy topological space.

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Available abstract

In this paper,we introduce and study the concept of weakly induced I(L)-fuzzy topological space; and we prove that it is heritable and productive property. We give the suffient and necessary condition that one I(L) fuzzy topological space is weakly induced I(L) fuzzy topological space.

Key concepts: Mathematics, Topological space, Fuzzy logic, Topology (electrical circuits), Space (punctuation), Zero-dimensional space, Topological manifold, Property (philosophy)

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