2022AIP conference proceedingsRequires access

A study of generalized closed set in the closure space

Neeran Tahir Abd Alameer, Shahad Safy Hussein

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Abstract

In this study, the interpretation of generalized closed sets, (g - closed) in the closure spaces is studied as well as mention several notions of its basic properties. The characteristics of g-closed sets as well as g - open sets are shown in the closure space. Moreover, we study the concept of g - closed function by using g - closed sets and introduce some important theorems and propositions.

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What this paper is about

In this study, the interpretation of generalized closed sets, (g - closed) in the closure spaces is studied as well as mention several notions of its basic properties. The characteristics of g-closed sets as well as g - open sets are shown in the closure space. Moreover, we study the concept of g - closed function by using g - closed sets and introduce some important theorems and propositions.

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Available abstract

In this study, the interpretation of generalized closed sets, (g - closed) in the closure spaces is studied as well as mention several notions of its basic properties. The characteristics of g-closed sets as well as g - open sets are shown in the closure space. Moreover, we study the concept of g - closed function by using g - closed sets and introduce some important theorems and propositions.

Key concepts: Closed set, Closure (psychology), Interpretation (philosophy), Space (punctuation), Set (abstract data type), Computer science, Closure operator, Function (biology)

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