Results 31 to 40 of about 9,051,507 (186)
On the connection between Sp-almost periodic functions defined on time scales and ℝ
It is well known that a sufficient and necessary condition for a continuous function gg to be almost periodic on time scale T{\mathbb{T}} is the existence of an almost periodic function ff on R{\mathbb{R}} such that ff is an extension of gg.
Yang Hao, Li Hong-Xu
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The research of some classes of almost periodic at infinity functions [PDF]
The article under consideration is devoted to continuous almost periodic at infinity functions defined on the whole real axis and with their values in a complex Banach space.
Vysotskaya, Irina A. +1 more
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New Type of Functions with Strongly Closed Graphs
In this paper, new type of functions with strongly closed graph called strongly semi-pre closed graph based on semi-pre closed sets. If the codomain of an almost semi pre continuous (or semi pre continuous or semi pre irresolute) function ????
Ghafran Saleh M Aljwrany +1 more
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On Almost- Continuity and Almost -A Continuty of Real Function
Summary: The purpose of this note is to give some new concepts of continuity for real functions and to investigate the relations between concepts of continuity.
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Almost Continuity of the Cesaro-Vietoris Function [PDF]
Consider the following function due to Cesàro: ϕ ( 0
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Continuous Selections For Almost Lower Semicontinuous Multifunctions [PDF]
[[abstract]]In this paper, we obtain several new continuous selection theorems for almost lower semicontinuous multifunctions T on a paracompact topological space X, in the general noncompact and/or nonconvex settings.
黃建豪, Chien-Hao Huang
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Remotely $c$-almost periodic type functions in ${\mathbb{R}}^{n}$
summary:In this paper, we relate the notions of remote almost periodicity and quasi-asymptotical almost periodicity; in actual fact, we observe that a remotely almost periodic function is nothing else but a bounded, uniformly continuous quasi ...
Kostić, Marco, Kumar, Vipin
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Maximums of Almost Continuous Functions
It is shown that each function which can be written as the maximum of two Darboux functions can be written as the maximum of two almost continuous functions as well.
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Symmetrically approximately continuous functions, consistent density theorems, and Fubini type inequalities [PDF]
Using the continuum hypothesis, Sierpinski constructed a non-measurable function f such that {h : f( x + h) not equal f(x - h)} is countable for every x: Clearly, such a function is symmetrically approximately continuous everywhere.Here we to show that ...
Laczkovich, M, Humke, PD
core
bitopological spaces, u-ω-open sets, almost continuous function.
In this paper, as a generalization of u-ω-continuous functions, we introduce the notion of almost ω-continuous functions in bitopological spaces and obtain several characterizations and some of its properties.Estadística Aplicada y ...
Rosas, Ennis +3 more
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