SEPARATION AXIOMS IN SOFT TRITOPOLOGICAL SPACES WITH RESPECT TO SOFT POINTS

In the present paper the definitions of separation axioms in soft -tritopological spaces are introduced dependent to the soft - δ* - open set and their basic properties are investigated with respect to soft - points. That is, the soft - δ* - Ti; ( i = 0,1,2,3,4 ) spaces and notions of soft - δ* - no...

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Published in:IOP conference series. Materials Science and Engineering 2020-11, Vol.928 (4), p.42032
Main Authors: Hussein Abbas, Ali, Flieh Hassan, Asmhan
Format: Article
Language:English
Subjects:
0,1,2,3,4) space
Axioms
normal space
point
regular space
Separation
set
T
tritopological space
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description In the present paper the definitions of separation axioms in soft -tritopological spaces are introduced dependent to the soft - δ* - open set and their basic properties are investigated with respect to soft - points. That is, the soft - δ* - Ti; ( i = 0,1,2,3,4 ) spaces and notions of soft - δ* - normal and soft - δ* -regular spaces are discussed in detail, also we introduce some theorems shows how one of the soft -spaces implies the others with the help of an examples it is established that the converse does not hold.
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subjects 0,1,2,3,4) space
Axioms
normal space
point
regular space
Separation
set
T
tritopological space
title SEPARATION AXIOMS IN SOFT TRITOPOLOGICAL SPACES WITH RESPECT TO SOFT POINTS
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