[PDF] Top 20 On #Regular Generalized Open Sets In Topological Space

... Regular open sets and rw-open sets have been introduced and investigated by Stone[16] and Benchalli and Wali[1] ...semi open sets, generalized closed sets, ... See full document

... fuzzy sets was introduced by Zadeh [10] in ...fuzzy sets, introduced by Atanassov [1] is a generalization of fuzzy ...fuzzy sets, Coker [3] introduced the notion of intuitionistic fuzzy ... See full document

... Alexandroff topological space was a consequence of the important role of finite spaces in digital topology and therefore the undeniable fact that these spaces have all proper- ties of finite spaces [7], ... See full document

... Let A be an IFCS in X. Since f−1: (Y, σ) → (X, τ) is an IFRWG continuous mapping, (f−1)−1(A) = f(A) is an IFRWGCS in Y. Then f(A) is an IFCS in Y as (Y, σ) is an IF rw T 1/2 space. Also since g −1: (Z, δ) → (Y, σ) ... See full document

... soft sets was first introduced by Molodtsov [1] in 1999 who began to develop the basics of corresponding theory as a new approach to modeling ...soft sets theory and its applications in various fields [3, ... See full document

... fuzzy topological spaces .The concepts of generalized super closed sets in topology was invented by Levene [4] ...of Regular generalized super closed sets and Regular ... See full document

... We also introduced the applications of intuitionistic fuzzy regular weakly generalized closed set namely intuitionistic fuzzy rwT1/2 space, intuitionistic fuzzy rwgT1/2 space and obtaine[r] ... See full document

... fuzzy topological space and the concept of –closed sets in ...–N-open sets) of a fuzzy topological space is defined as the complement of –closed sets in and a ... See full document

... g-β-open) sets of Y ...gr- open, gr-open, gr-open, gr-open, g-clopen, g-clopen, gr-open, gr-open, g-clopen, g-clopen) in ... See full document

... maximal regular open sets and their relations with minimal and maximal open ...semi-regular space. It is mainly shown that if X is a semi-regular space, then m i ... See full document

... Conclusion: The initiation of notation of soft topological space was introduced by D.Molodtsov [5] in 1999. Many Mathematicians turned their attention to the various concepts of soft topological ... See full document

... bitopological space. We have [12] introducedfuzzy tri semi-open sets and fuzzy tri pre-open sets, fuzzy tri continuous function, fuzzy tri semi-continuous function and fuzzy tri ... See full document

... The complement of a semi-open (resp.pre-open, α-open) set is called semi- closed (resp.pre-closed, α-closed). The intersection of all semi-closed (resp.pre-closed, α-closed) sets containing A ... See full document

... I-open sets in topological ...gI-closed sets in ideal ...-closed sets in ideal topological ...introduced regular generalized closed sets and g-closed ... See full document

... grill topological spaces[16] as like ideal topological spaces[9] has been started from 2007 although the study of grill [3,1,2,18] in topological spaces was started from 1947 at different point of ... See full document

... [5] Kandil A., Biproximities and fuzzy bitopological spaces, Simon Steven 63(1989) ,45-66. [6]Kovar, M.,(2000).On 3-Topological version of Thet-Reularity. Internat.J.Matj,Sci. ,23(6),393-398. [7] Levine N.(1963). ... See full document

... infra generalized closed sets such as, infra generalized semi- closed set, infra semi generalized-closed set, infra generalized pre- closed set, infra generalized α - closed set, ... See full document

... of open set in topological space called pre semi open sets (  open ... open sets in bitopological ...semi-pre open sets (  open sets) ... See full document

... of generalized closed sets in topological spaces by comparing the closure of a subset with its open ...g-closed sets was continued by Dunham and Levine [1]. Maximal open ... See full document

... Definition 2.3: A function ∶ → is called:[1,2,9,10,12,13,17] 1. semi continuous if ( ) is semi open in X for each open set V of Y. 2. pre continuous if ( ) is pre open in X for each open set V ... See full document