Results 71 to 80 of about 307 (168)
Entropy-Based Statistics and Their Applications. [PDF]
Zhang Z.
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Cq-commuting maps and invariant approximations
We obtain common fixed point results for generalized I-nonexpansive Cq-commuting maps. As applications, various best approximation results for this class of maps are derived in the setup of certain metrizable topological vector spaces.
B. E. Rhoades, N. Hussain
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The Arens Algebras of Vector-Valued Functions
A class of Arens algebras of vector Banach algebra valued functions is considered. It is shown that Arens algebra of vector-valued functions is complete locally convex metrizable algebra.
I. G. Ganiev, O. I. Egamberdiev
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On quasi-irresolute characterization of topological loops. [PDF]
Alolaiyan H +3 more
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Metrization of idempotent semiring of topological rings
In this paper, we have introduced natural H+ - pseudovaluation and H+ -norm on a completely regular semiring making it a topological completely regular (algebraic) semiring and established some necessary and sufficient conditions of metrizability of a ...
Sunil Kumar Maity, Gopal Adak
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Projective Metrizability and Formal Integrability
The projective metrizability problem can be formulated as follows: under what conditions the geodesics of a given spray coincide with the geodesics of some Finsler space, as oriented curves.
Ioan Bucataru, Zoltán Muzsnay
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Only 3-generalized metric spaces have a compatible symmetric topology
We prove that every 3-generalized metric space is metrizable. We also show that for any ʋ with ʋ ≥ 4, not every ʋ-generalized metric space has a compatible symmetric topology.
Suzuki Tomonari +2 more
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We obtain common fixed point results for generalized I-nonexpansive R-subweakly commuting maps on nonstarshaped domain. As applications, we establish noncommutative versions of various best approximation results for this class of maps in certain ...
Vasile Berinde, Nawab Hussain
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On approximation of mappings with values in the space of continuous functions
Using a theorem on the approximation of the identity in the Banach space $C_u(Y)$ of all continuous functions$g: Yightarrow mathbb{R}$, defined on a metrizable compact $Y$ with theuniform norm, we prove that for a topological space $X$,a metrizable ...
Maslyuchenko V.K. +2 more
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Matrix transformations and convex spaces
In a Hausdorff topological linear space we examine relations between r-convexity and a condition on matrix transformations between null sequences. In particular, for metrizable spaces the condition implies r-convexity.
I. J. Maddox
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