Topological structures via interval-valued soft sets

Topological structures via interval-valued soft sets

초록

Our aim of the research is to study two aspects: First, we define new concept (called an {\it interval-valued soft set}) which combines an interval-valued set with a soft set, and discuss with its algebraic structures and give some examples. Second, we investigate basic topological structures based on interval-valued soft set, for example, subspace, base and subbase, neighborhood, closure and interior, and give some examples.

키워드

Interval-valued soft set; Interval-valued soft point; Interval-valued soft topological space; Interval-valued soft base and subbase; Interval-valued soft subspace; Interval-valued soft neighborhood; Interval-valued soft closure and interior
제목
Topological structures via interval-valued soft sets
제목 (타언어)
Topological structures via interval-valued soft sets
저자
이정곤; G. Senel; Young Bae Jun; Fadhil Abbas; Kul Hur
DOI
10.30948/afmi.2021.22.2.133
발행일
2021-04
저널명
ANNALS OF FUZZY MATHEMATICS AND INFORMATICS
권
22
호
2
페이지
133 ~ 169