[PDF] Top 20 T(α,β) spaces and the Wallman compactification
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T(α,β) spaces and the Wallman compactification
... (iii) ⇒ (i). First, note that if H is a closed subset of X, then { G ∈ S(X) : G ⊆ H } is a closed subset of S(X). Now, let F be a nonempty irreducible closed subset of X. Then, by (iii), { G ∈ S(X) : G ⊆ F } = { F } is a ... See full document
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Fixed Points under ψ-α-β Conditions in Ordered Partial Metric Spaces
... function T((a, b)) = (a, b) is ...x, T x) = 0, hence the condition ψ(p(f x, f y)) ≤ α(M (x, y)) − β(M (x, y)) is fulfilled, ...Ψ, α ∈ Φ 1 , β ∈ Φ 2 given as ψ(t) = ... See full document
11
Twistted ξ-(α,β) expansive mappings in metric spaces
... Similarly, we find lim d(gv, gw n ) = 0. This implies that gu = gv. Similarly, we get the same result if f is twisted ξ -(α , β ) mapping of type II or type III with respect to g. Now u is coin- cidence ... See full document
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Some fixed point results for generalized contraction mappings with cyclic (α,β) admissible mapping in multiplicative metric spaces
... The purpose of this work is to introduce new types of contraction mappings in the sense of a multiplicative metric space. Fixed point results for these contraction mappings in multiplicative metric spaces are ... See full document
15
Some Inequalities for (α,β)-Normal Operators in Hilbert Spaces
... For other results and historical comments on the numerical radius see [10]. In this paper, we establish various inequalities between the operator norm and its numerical radius of (α, β)-normal operators in ... See full document
9
On Landsberg and Berwald Spaces of Two Dimensional Finslerian Space with Special (α, β) Metric
... C x y y = then the Finsler space is known as Landsberg space. L. Ber- wald introduced a class of Finslerian spaces which are known as Berwald spaces in which local coefficients of the Berwald connection ... See full document
8
Minimal Surfaces and Gauss Curvature of Conoid in Fins ler Spaces with (α, β) Metrics
... If s s , then F is a Randers metric. If is an Euclidean metric and is parallel with respect to , F is a locally Minkowski metric and (M, F) is called an (α, β)-Minkowski metric. By [9], F is a ... See full document
6
Finsler spaces with some special $(alpha,eta)$-metric of Douglas type
... Finsler spaces with (α, β )-metric have contributed to the development of Finsler geometry [10] ,and Berwald spaces with (α, β )-metric have been studied by many authors [1, 7, ... See full document
6
On the maximal G compactification of products of two G spaces
... is a G-equivariant version of the well-known result of Glicksberg [16], which for G a locally compact group was proved earlier by de Vries in [10]. Note that even in the case of a locally compact acting group G, our ... See full document
9
Some common fixed point theorems for various types of compatible mappings in intuitionistic fuzzy metric spaces
... Turkoglu et al. [15] introduced the concept of compatible maps and compatible maps of types(α) and (β) in intuitionistic fuzzy metric spaces and gave some relations between the concepts of compatible ... See full document
19
On the Nachbin compactification of products of totally ordered spaces
... Nachbin compactification, Wallman ordered compactification, totally ordered space, maximal c-filter, strictly first countable space.. 1980 AMS SUBJECT CLASSIFICATION CODES: 54.[r] ... See full document
12
Microstructure and Mechanical Properties of an α+β Type Ti 4V 0 6O Alloy
... the β single phase region led to a decrease in the tensile strength and an increase in the hardness compared to that of the alloy quenched from the α+β region (1173 ...the β single phase ... See full document
7
Cancer-associated fibroblasts: an emerging target of anti-cancer immunotherapy
... by α-SMA + CAFs isolated from lung cancer en- hance tryptophan degradation in kynurenines (Kyn) and consequently inhibits DCs differentiation and functions ...from α-SMA + CAFs sup- presses DC generation ... See full document
15
Normal characterizations of lattices
... Abstract. Let X be an arbitrary nonempty set and ᏸ a lattice of subsets of X such that ∅ , X ∈ ᏸ . Let Ꮽ ( ᏸ ) denote the algebra generated by ᏸ and I( ᏸ ) denote those nontrivial, zero-one valued, finitely additive ... See full document
10
Inflammatory and immune markers associated with physical frailty syndrome: findings from Singapore longitudinal aging studies
... Chronic inflammation is regarded as a major pathophysiological factor responsible for the progression of multiple chronic diseases, such as atherosclerosis, type 2 diabetes, Alzheimer’s disease, and possibly, frailty. ... See full document
13
Non contiguous-finished genome sequence and description of Peptoniphilus obesi sp. nov.
... Matrix-assisted laser-desorption/ionization time- of-flight (MALDI-TOF) MS protein analysis was carried out as previously described [34]. Briefly, a pipette tip was used to pick one isolated bacterial colony from a ... See full document
13
Vδ2+ and α/ß T cells show divergent trajectories during human aging
... Vd1+ T cells in order to defined whether the reported differences with the α/β T cells also ...Vδ2+ T cells show a dichotomy for their differentiation we suggest this population to use ... See full document
13
A Modified Wallman Method of Compactification
... Throughout this paper, T will denote the collection of all finite subsets of the set . For the other notations and the terminologies in general topology which are not explicitly defined in this paper, the ... See full document
8
A new ordered compactification
... CZ-set, maximal CZ-filter, T-ordered space, T2-ordered space, Nachbin compactification, Wallman ordered compactification.. 1991 AMS SUBJECT CLASSIFICATION CODES.[r] ... See full document
8
Separation properties of the Wallman ordered compactification
... A space X is defined to De c.ormslly ordered if, for each psir of disjoint c-sets A, B, there are disjoint fundamental open sets [/, such that A [/and B C_.. As we shall see in later exa[r] ... See full document
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