[PDF] Top 20 Iwgp-Normal and Iwgp-Regular Spaces
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Iwgp-Normal and Iwgp-Regular Spaces
... Corollary 2.8. Let (X,τ ,I) be a normal ideal space where I=N and w a WS on (X,τ ,I) such that τ ⊆w. If G is a closed set and H is a wgp-closed set disjoint from G, then there exist disjoint wαgp-open sets P and Q ... See full document
19
On Hausdorff and Compact U-Spaces
... U- spaces and their properties. These spaces have been called supratopological spaces by some authors ([1, ...U- spaces we have considered here are more general than those considered in the ... See full document
15
Regular L fuzzy topological spaces and their topological modifications
... It is clear that for any complete L, every H-compact and L-regular space X is L- normal, i.e., whenever k ≤ u (k is closed and u is open), there exists an open v with k ≤ v ≤ v ≤ u [3]. In what follows we ... See full document
9
Vol 2, No 4 (2011)
... As a generalization of closed sets, in 1970, Levine [6] initiated the study of so called g-closed sets. As the strong forms of g-closed sets, the notion of -closed sets (= ω - closed sets) were introduced and studied by ... See full document
5
Common fixed point theorems for generalized multivalued contractions on cone metric spaces over a non-normal solid cone
... metric spaces assuming that the corresponding cone is regular or normal (see ...metric spaces over a normal cone can be obtained as a consequences from the corresponding results in ... See full document
12
Vol 11, No 3 (2020)
... of spaces called s-normal spacesusing semi-open ...g- normal spaces using g-closed sets of ...g*-pre normal and w- normal, w-regular spaces in topological ...of ... See full document
5
On Nano Generalized $\beta$ Regular Spaces and Nano Generalized $\beta$ Normal Spaces in Nano Topological Spaces
... Proof: Let E and F be disjoint Nano closed set in V . Since f is Nano continuous bijective, f − 1 ( ) E and f − 1 ( ) F are disjoint Nano closed in U . Now U is Ng β normal, there exist disjoint Ng β open sets G ... See full document
5
QUASI -NORMAL SPACES IN TOPOLOGICAL SPACES
... paper, spaces (X, ), (Y, ), and (Z, ) (or simply X, Y and Z) always mean topological spaces on which no separation axioms are assumed unless explicitly ...be regular open (resp. regular ... See full document
8
Compact calibres of regular and monotonically normal spaces
... for normal DCCC spaces to have ...Moore spaces are σ -spaces (see [1, Section 4]). Suppose that a normal σ -space X has an uncountable disjoint collection of nonempty open ...a ... See full document
8
S REGULAR SPACES AND S NORMAL SPACES IN TOPOLOGY
... weak regular spaces and weak forms of normal spaces , ...s- regular spaces , s-regular spaces , s-normal spaces by using -closed sets and semiopen ... See full document
11
Nowhere dense sets and real valued functions with closed graphs
... discontinuity of real-valued functions with a closed graph on spaces which are not necessarily perfectly normal are investigated... regular and normal spaces are characterized.[r] ... See full document
8
On generalized $\alpha$ regular-interior and generalized $\alpha$ regular-closure in Topological Spaces
... topological spaces using the notions of gαr-closed sets and obtain some related ...topological spaces on which no separation axioms are assumed, unless otherwise ... See full document
7
Positive operators and approximation in function spaces on completely regular spaces
... In Section 5, we establish some new Korovkin-type theorems for general nets of positive linear operators (not necessarily of the form (1.1)) in the setting of completely regular spaces, extending several ... See full document
31
Vol 4, No 11 (2013)
... lightly normal spaces. Implications between the class of pairwise normal spaces and the class of pairwise almost normal spaces between the class of pairwise almost normal ... See full document
6
Completely regular fuzzifying topological spaces
... completely regular; (2) τ is uniformizable, that is, it is induced by some fuzzy uniformity; (3) τ is proximizable, that is, it is induced by some fuzzifying proximity; and (4) τ is gen- erated by a family of ... See full document
17
REGULAR WEAKLY HOMEOMORPHISM IN IDEAL TOPOLOGICAL SPACES
... The notion of ideal topological spaces was first studied by Kuratowski [4] and Vaidyanathaswamy [8]. In 1990, Jankovic and Hamlett [3] investigated further properties of ideal topological spaces. R. S. Wali ... See full document
5
Measure characterizations and properties of normal and regular lattices
... Lattice, zero-one measures, slgma-smooth, normal, regular, Hausdorff, prlme complete, strongly normal, fitter, disjunctive.. ]980 &MS SUBJECT CLASSIFICATION CODE.[r] ... See full document
8
On Nano Regular Generalized and Nano Generalized Regular Closed Sets in Nano Topological Spaces
... nano regular closure of A is defined as the intersection of all nano regular closed sets containing A and it is denoted by ...nano regular closed set containing ... See full document
5
On (1,2)*- g?-Regular Space in Bitopological Spaces
... Ravi O, Ekici E, LellisThivagar M et al.On (1,2)*-sets and decompositions of bitopological (1,2)*-. continuous mappings, Kochi J.[r] ... See full document
8
A geometrical constant and normal normal structure in Banach Spaces
... Banach spaces such as the James [1] and von Neumann-Jordan constants ...Banach spaces, which enable us to classify several important concept of Banach spaces such as uniformly non-squareness and ... See full document
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