[PDF] Top 20 Compactness in Countable Fuzzy Topological Space  

... Dr. Apu Kumar Saha (DOB-25/08/1972) completed his M. Sc. in Mathematics from Tripura University in the year 1998 and completed his Ph.D. from National Institute of Technology, Agartala in 2012. He has a teaching ... See full document

... of fuzzy almost e * -continuous, fuzzy weakly e * -continuous, r -fuzzy e * -compact, r -fuzzy almost e * -compactness and r - fuzzy near e * -compactness in S ⌣ ostak’s ... See full document

... where 0 , 1 are the constant functions with values 0 and 1, respectively. Chattopadhyay et al. [2] rediscovered the concept of fuzzy topology intro- duced by Šostak and called the function τ gradation of openness. ... See full document

... of fuzzy sets and fuzzy set operations was first introduced by Zadeh in his classical papers [9] in the year 1965 describing fuzziness ...on Fuzzy topological spaces [2,3,7] as a ... See full document

... of compactness in fuzzy setting by using the concept of fuzzy cover [2] of a fuzzy topological space (fts, for short) ...of fuzzy cover by introducing the concept of ... See full document

... Remark : If a g-fuzzy topological space (X,  ) is not Hausdorff then a fuzzy compact subset need not be closed.. Thus the ordinary topology and ordinary topological spaces become spec[r] ... See full document

... of fuzzy generalized γ closed sets and study their basic properties in fuzzy topological ...define fuzzy γT½ spaces in which every fuzzy generalized γ continuous is fuzzy γ ... See full document

... a fuzzy set which are generalizations of smooth closure and smooth interior of a fuzzy set defined by Demirci (1997) and obtain some of their structural ... See full document

... of fuzzy inverse compactness, fuzzy inverse countable compactness, and fuzzy inverse Lindel ¨ofness on arbitrary L-fuzzy sets in L-fuzzy topological ...of ... See full document

... intuitionistic fuzzy topological spaces, fuzzy continuity , fuzzy compactness and some other related ...intuitionistic fuzzy soft separation axioms and established several ... See full document

... The study centres around general properties of fuzzy g*s-closed sets and compactness for fuzzy topological spaces via fuzzy g*s-open sets.. Fuzzy filterbases are used to characterize fuz[r] ... See full document

... the compactness in intuitionistic fuzzy topological ...intuitionistic fuzzy compactness in intuitionistic fuzzy topological space and find their ...general ... See full document

... of fuzzy compactness, Fuzzy sets and systems, 158(2007), ...L-fuzzy topological spaces, Shaanxi Normal University press, X’ian, ...Warner, Fuzzy topology with respect to ... See full document

... a fuzzy set was introduced by Zadeh [13], and later Chang [3] defined fuzzy topological ...of fuzzy topological spaces was later rephrased by Chattopad- hyay et ... See full document

... This is essentially the same argument as the one showing that a product of two compact spaces is compact. The only difference is that after one constructs an open covering of Y at one step in the proof, then one only has ... See full document

... of fuzzy topological spaces called g-fuzzy topological spaces using the two additive operations sum  and conjunction ...g- fuzzy topological ... See full document

... compactness of categories 0, 1, 2, and 3, respectively, and theorises the concepts in a unified way; in a T -space it categorises such statements as g-T-compactness in terms of relatively open T-sets, ... See full document

... Definition: 6.1 A topological space X , is said to be semi -L-locally compact if every point of X is contained in a semi -L-neighbourhood whose semi -L-closure is semi -L-compact.... [r] ... See full document

... both fuzzy g ′′′ -continuous and fuzzy χ * ...a fuzzy closed subset of (Y, ). Then f -1 (V) is both fuzzy g ′′′ -closed set and fuzzy χ * ...a fuzzy closed set in (X, ) and so f ... See full document

... the Fuzzy topology τ as in Example ...is fuzzy semi- θ - closed but it is not fuzzy θ g‴-closed and D is defined by D a ( ) = ...is fuzzy closed but it is not fuzzy θ ... See full document