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[PDF] Top 20 Semicompactness in L topological spaces

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Semicompactness in L topological spaces

Semicompactness in L topological spaces

... in L is called prime element if a ≥ b ∧ c implies that a ≥ b or a ≥ ...in L is called a coprime element if a is a prime element ...in L is denoted by P (L). The set of nonzero coprime elements ... See full document

10

On generalized difference lacunary statistical convergence in a paranormed space

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

6. On the  Level Spaces of Fuzzy Topological Spaces

6. On the Level Spaces of Fuzzy Topological Spaces

... In this paper, some basic properties of 𝛼-level sets have been obtained. The 𝛼-Hausdorff axiom [10] and the local 𝛼-compactness of [7] have been modified. The 𝛼-connectedness has been proposed. It is proved that a fts (𝑋, ... See full document

9

QUASI -NORMAL SPACES IN TOPOLOGICAL SPACES

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 ... See full document

8

On πgb quotient mappings in topological spaces

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  -Multifunctions In Topological Spaces

On -Multifunctions In Topological Spaces

... of spaces and for constructing new spaces from previ- ously existing ...in Topological spaces and obtain some of their characterizations and properties are ... See full document

7

The envelope of a subcategory in topology and group theory

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

A Study on Compactness in Metric Spaces and Topological Spaces

A Study on Compactness in Metric Spaces and Topological Spaces

... Proof: A set U is open in X* iff (a) U ∩ X is open in X and (b) whenever ∞ ∈ U, then X – U is compact. Consequently finite intersections and arbitrary unions of sets open in X* intersect X in open sets. If ∞ is a member ... See full document

8

On Almost Pretopological Vector Spaces

On Almost Pretopological Vector Spaces

... DOI: 10.4236/oalib.1104937 9 Open Access Library Journal larly open, there exist pre-open sets U in the topological field K containing λ 1 and V in E containing x such that U V ⋅ ⊆ Int A ( ) . Whence we get x V ∈ ... See full document

10

A topological approach to nonlinear analysis

A topological approach to nonlinear analysis

... The topological proof will utilize the ideas of complete metric spaces, Ascoli- Arzela theorem, topological properties in Euclidean n-space and normed linear spaces, and the extension [r] ... See full document

45

Tilings in topological spaces

Tilings in topological spaces

... a topological space and ᐀ a tiling such that FrT is locally connected for each tile T ∈ ᐀ and suppose that for every T ∈ ᐀ , every x ∈ FrT and every neighborhood U of x, the set (U −{x})∩FrT is ... See full document

6

On the decidability of connectedness constraints in 2D and 3D Euclidean spaces

On the decidability of connectedness constraints in 2D and 3D Euclidean spaces

... We consider two ‘base’ topological constraint languages. The language B features = as its only predicate, but has func- tion symbols +, −, · denoting the standard operations of fu- sion, complement and taking ... See full document

7

Iso-S-Closedness and Iso-S*-Closedness in L-Fuzzy Topological Spaces

Iso-S-Closedness and Iso-S*-Closedness in L-Fuzzy Topological Spaces

... and L = L ( ≤,, ,  ) will denote a fuzzy lattice, ... L). An L-fuzzy subset on X is a mapping  : X L, and the family of L-fuzzy subsets on X is denoted by L X ... See full document

15

The Lattice of Equivalence Classes of Closed Sets and the Stone-Cech Compactification.

The Lattice of Equivalence Classes of Closed Sets and the Stone-Cech Compactification.

... From this point on, unless otherwise stated, we will assume that our topological spaces are locally compact. In what follows, we will show that for any space X, ¯X n X is homeomorphic to St(L(X)). We ... See full document

66

Properties of Topological Spaces

Properties of Topological Spaces

... topology spaces, some topological spaces with illustrated examples are ...a topological space X depend upon the distribution of the open sets in the ...some topological space is more ... See full document

7

SP closedness in L fuzzy topological spaces

SP closedness in L fuzzy topological spaces

... of L is called union irreducible if and only if whenever a,b ∈ L with α ≤ a ∨ b, then α ≤ a or α ≤ ...of L will be denoted by M(L). It is obvious that p ∈ pr(L) if and only if p ∈ ... See full document

6

2010 Mathematics Subject Classification: 54A10, 54A20, 54D10, 54D25, 54D30. Key words: H-adherence, Urysohn closed, U(i), Minimal Urysohn, Minimal S

2010 Mathematics Subject Classification: 54A10, 54A20, 54D10, 54D25, 54D30. Key words: H-adherence, Urysohn closed, U(i), Minimal Urysohn, Minimal S

... known topological spaces such as compact spaces, H-closed spaces and various minimal topological ...certain topological property in the lattice of topologies LT(X) defined on a ... See full document

6

Local homogeneity in fuzzy topological spaces

Local homogeneity in fuzzy topological spaces

... paper, L is a fuzzy lattice, that is, a completely distributive lattice with an order-reversing involution on it, and with smallest element 0 and largest element 1 (0 = ...An L-set of X is a function with ... See full document

14

L fuzzifying topological vector spaces

L fuzzifying topological vector spaces

... of topological vector spaces is an important branch of modern ...the topological vector spaces in the setting of many val- ued ...vector spaces in [6] for the first time and introduced ... See full document

13

Regular L fuzzy topological spaces and their topological  modifications

Regular L fuzzy topological spaces and their topological modifications

... The topological modifications of L-regular ...lattice L to carry a topology such that C(Y ,L) is an L-topology for every topological space Y ... See full document

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