Name: Weakly Separation Axioms
SKU: 57459514
Price: 1276.00 TWD
Availability: InStock
Author: A. a. Alswidi, Luay ; Hadi, Mustafa Hasan
ISBN: 9786200777843

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Type

Physical Book

Author

Mustafa Hasan Hadi

Publisher

Noor Publishing

Language

English

Pages

140

Format

Paperback

Dimensions

22.9x15.2x0.8 cm

Weight

0.21 kg.

ISBN13

9786200777843

Synopsis "Weakly Separation Axioms"

The goal of this a book is to recall some types of weak open sets, prove some of its properties and use them to define new kinds of separation axioms. Let us state below some of our important main theorems Let (X,σ) and (Y,τ) be two topological spaces satisfy the ω-condition then the map f: (X,σ)⟶(Y,τ) is continuous if and only if it is ω-continuous. ( This result is not true without ω-condition ), also Let (X,σ) and (Y,τ) be two topological spaces satisfy the ω-B_α-condition then the map f: (X,σ)⟶(Y,τ) is continuous if and only if it is α-ω-continuous. And Let (X,σ) and (Y,τ) be two topological spaces satisfy the ω-B-condition then the map f: (X,σ)⟶(Y,τ) is continuous if and only if it is pre-ω-continuous. Addition Let (X,σ) and (Y,τ) be two door topological spaces and f: (X,σ)⟶(Y,τ) be a map, then f is pre-ω-continuous if and only if it is ω-continuous. And f is β-ω-continuous if and only if it is b-ω-continu

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Weakly Separation Axioms - A. a. Alswidi, Luay ; Hadi, Mustafa Hasan

Synopsis "Weakly Separation Axioms"

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