〖(_α^)T〗_gsp^(**)-spaces
Safe Spaces” in Education- ghettos of marginalisation and dominance or places of equality and social justice?
... ‘safe spaces’ care about their students and because they do they eliminate pain from ...safe spaces that One may actually observe such ...emancipatory spaces such educational topographies are in ...
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Dislocated quasi-b-metric spaces and fixed point theorems for cyclic contractions
... of spaces. The con- cept of quasi-metric spaces was introduced by Wilson [] in as a generalization of metric spaces, and in Hitzler and Seda [] introduced dislocated metric ...
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Spaces of consumption: From margin to centre
... competing spaces, the order is overturned and the parasitic space, the ‘liminal’ space of the arcade, is becoming the center of ...and spaces of consumptions are ...1998). Spaces of consumption are ...
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Fixed point of nonlinear contractions in modular spaces
... modular spaces, generalizing the classical Banach fixed point theorem in metric spaces, have been studied ...modular spaces. In addition, quasi-contraction mappings in modular spaces without ...
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Common Fixed Point Theorems for G–Contraction in C∗–Algebra–Valued Metric Spaces
... Many researchers tried to obtain some fixed point theorems of Banach type contraction endowed with the graph G, we recommend [2, 3, 4, 15, 16, 20]. Recently, T. Kamran et al., in [19] extended the results of Ma et al., ...
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FIXED POINT RESULTS FROM SOFT METRIC SPACES AND SOFT QUASI METRIC SPACES TO SOFT G-METRIC SPACES
... Sometimes, when the contractive condition is nonlinear type, the above strategy can not be used. Whereas, it is shown that fixed point results on soft G-metric spaces can be concluded from fixed point results on ...
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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 ...
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\(C^{\ast}\)-Algebra-valued b-metric spaces and related fixed point theorems
... Remark . If A = I, then the ordinary triangle inequality condition in a C ∗ -algebra- valued metric space is satisfied. Thus a C ∗ -algebra-valued b-metric space is an ordinary C ∗ -algebra-valued metric space. In ...
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Modular uniform convexity of Lebesgue spaces of variable integrability.
... exponent spaces L p(·) ( Ω ) , uniform convexity is fully characterized: We refer the reader to [10] for the proof of the following theorem, from which it follows that the uniform convexity of the Luxemburg norm ...
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Neighborhood spaces
... neighborhood spaces and continuous maps contains, as full subcategories, the category PRTOP of pretopological spaces, CLS of closure spaces, and TOP of topological ...closure spaces if filter ...
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QUASI -NORMAL SPACES IN TOPOLOGICAL SPACES
... [8] T. Noiri, Mildly normal spaces and some functions, Kyungpook Math. J., 36(1996), 183-190. [9] T. M. J. Nour, Contribution to the Theory of Bitopological Spaces, Ph. D. Thesis, Delhi Univ 1989. [10] Paul ...
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Product of composition and differentiation operators and closures of weighted Bergman spaces in Bloch type spaces
... It is a well-known consequence of the Schwartz–Pick lemma that the composition op- erators are bounded on the classical Bloch space. In 1995, Madigan and Matheson [21] characterized continuity and compactness for ...
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Axiom of Infinite Choice, transversal ordered spring spaces and fixed points
... The next two spaces are very interesting examples of transversal upper spaces. First, an upper statistical space is a pair (X, R), where X is an abstract set and R is a mapping of X × X into the set of all ...
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Alternate Compactifications of Hurwitz Spaces
... J t, x K /x(x− t)(x − ct) are isomorphic for different choices of c, they are not necessarily isomorphic as k J t K algebras. Said differently, although the singularities Spec k J t, x K /x(x − t)(x − ct) are isomorphic ...
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2. Riesz type integrated and dfferentiated sequence spaces
... sequence spaces and matrices related to these spaces are constructed and some properties of the integrated and differ- entiated sequence spaces which are both new spaces and mentioned in [4], ...
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An unified theorem for mappings in orbitally complete partial metric spaces
... principle in such spaces. Many authors studied the fixed points for mappings satisfying contractive conditions in complete partial metric spaces in [1], [3], [6] and in other papers. Recently, in [8] the ...
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Some results on asymptotically normable Frechet spaces
... normable spaces are the subspaces of these standard ...Frechet spaces which contains the nuclear Kothe spaces with continuous norm, the Banach spaces and is closed under ε-tensor products and ...
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Storage Spaces. Storage Spaces
... Windows Server 2012 has changed storage in the data center (or cloud) forever. File-based storage, specifically SMB 3.0 file shares and Storage Spaces, can offer almost all of the features of a SAN and beat the ...
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A Survey on Generalized Inner Product Spaces and Strong Topologies
... In This project we have discussed the concept of orthognality in normed space, which is an extension of the concept orthognality in Hilbert spaces. This concept has been used by Giles [2] to obtain some ...
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On some recent coincidence and immediate consequences in partially ordered b-metric spaces
... Fixed point results in partially ordered metric spaces were firstly obtained by Ran and Reurings (see []) and then by Nieto and López (see [, ]). Subsequently, many au- thors presented numerous interesting ...
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