[PDF] Top 20 ALMOST -NORMAL AND MILDLY -NORMAL SPACES IN TOPOLOGICAL SPACES
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ALMOST -NORMAL AND MILDLY -NORMAL SPACES IN TOPOLOGICAL SPACES
... is almost -normal, there exist a -open set V in X such that f –1 (A) V -cl(V) f –1 (B) by Theorem ...and almost -irresolute surjection, we obtain a A f(V) -cl(f(V)) ... See full document
11
QUASI -NORMAL SPACES IN TOPOLOGICAL SPACES
... quasi normal space was introduced by Zaitsev ...topological spaces. Singal and Singal [11] introduced the notion of mildly normal spaces which are weaker than quasi-normal ... See full document
8
On Nano Generalized $\beta$ Regular Spaces and Nano Generalized $\beta$ Normal Spaces in Nano Topological Spaces
... g-normal spaces using g-closed sets in topological ...regular spaces and Ng β normal spaces are introduced and some of its properties are ... See full document
5
On (1,2)*- $\pi$wg-Normal Spaces
... normal spaces. Then Singal and Arya [17] introduced the class of almost normal spaces and proved that a space is normal if and only if it is both a semi-normal space and ... See full document
9
Iwgp-Normal and Iwgp-Regular Spaces
... of mildly normal ...of mildly normal spaces in terms of wαgp-open, αg-open and rαg-open ...of mildly normal spaces in terms of wgp-open, g-open and rg-open ... See full document
19
Almost Contra Pre Generalized $b$ - Continuous Functions \\in Topological Spaces
... ultra normal there exists disjoint clopen sets U and V in Y such that f ( E ) ⊂ U and f ( F ) ⊂ V ...an almost contra pgb - continuous injection, f −1 ( U ) and f −1 ( V ) are disjoint pgb - open sets in ... See full document
8
S REGULAR SPACES AND S NORMAL SPACES IN TOPOLOGY
... in topological spaces and in 1983, ...regular spaces and weak forms of normal spaces , ...regular spaces , s-regular spaces , s-normal spaces by using ... See full document
11
Compact calibres of regular and monotonically normal spaces
... A topological space has calibre ω 1 ...Moore spaces, regular first countable spaces, linearly-ordered spaces, and arbitrary regular ...for spaces with point-countable bases are the same ... See full document
8
On Some Generalisations of Fuzzy -?-Normal Spaces
... Definition 2.1. Let (X, τ ) be a fuzzy topological space. Let λ be any fuzzy set. Then λ is said to be a fuzzy β-open set if λ cl (int(cl (λ))). The complement of a fuzzy β open set is fuzzy β-closed. Notation ... See full document
13
Normal characterizations of lattices
... the normal characterizations of lattices in terms of the associated lattice regular measures, filters and outer ...between normal lattices, regularity or σ -smoothness properties of measures, lattice ... See full document
10
Regular Mildly Generalized Continuous and Irresolute Functions in Topological Spaces
... Regular Mildly Generalized Continuous (briefly RMG- Continuous) ...Regular Mildly Generalized Irresolute (briefly RMG- Irresolute) mappings which are stronger then RMG-continuous mappings are studied and ... See full document
11
On Almost Pretopological Vector Spaces
... Throughout this paper, ( X , τ ) (or simply X ) means a topological space. For a subset A X ⊆ , the closure of A and the interior of A are denoted by Cl A ( ) and Int A ( ) respectively. The notation (resp. ) ... See full document
10
Measure theoretic characterizations of hereditarily normal spaces
... A regular measure/ is a measure on the algebra generated by the lattice of closed sets such that /zM is the supremum of the measures of all closed sets inside M, A regular measure is als[r] ... See full document
6
Suzuki-type fixed point results in metric type spaces
... metric spaces in [] (this notion was known under various names since the mid of the th century, see a survey in []), replacing the set of real numbers by an ordered Banach space as the codomain for a ...metric ... See full document
12
The envelope of a subcategory in topology and group theory
... The topological question of characterizing spectral spaces ...(i.e., topological spaces homeomorphic to the prime spectrum of a ring equipped with the Zariski topology) was completely answered ... See full document
18
The Lattice of Equivalence Classes of Closed Sets and the Stone-Cech Compactification.
... The characterization of ¯! n ! popularized the use of Boolean algebras in studying compacti¯cations (begun by Stone), as this technique allowed one to approach topo- logical problems from an algebraic angle. On the other ... See full document
66
(Alpha, Beta)-Normal and Skew n-Normal Composite Multiplication Operator on Hilbert Spaces
... [6] Singh RK, Composition operators induced by rational functions, Proc. Amer. Math. Soc., vol. 59, pp. 329-333(1976). [7] Takagi H & Yokouchi K, Multiplication and Composition operators between two Hilbert ... See full document
7
On πgb quotient mappings in topological spaces
... Proof:Let f be strongly πgb-continuous and U be any πgb-open set in (Z,η).Thenf −1 (U) is open in (Y,σ). Then (fog) −1 (U)=g −1 (f −1 (U)) is πgb-open (X,τ). Since (X,τ) is a πgb-space, g −1 (f −1 (U)) is open in (X,τ). ... See full document
6
On generalized difference lacunary statistical convergence in a paranormed space
... normed spaces by Kolk [], in locally convex Hausdorff topological spaces by Maddox [], in topological Hausdorff groups by Çakallı [] and in probabilistic normed space by Karakuş ...sequence ... See full document
7
Approximate selection theorems with n connectedness
... Banach spaces, the result has been improved in many ...of topological dimension less than or equal to zero by Michael and Pixley [] in ...LC-metric spaces, which have generalized convex metric ... See full document
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