Results 11 to 20 of about 9,704 (289)
Smooth Approximation of Lipschitz Functions on Finsler Manifolds [PDF]
We study the smooth approximation of Lipschitz functions on Finsler manifolds, keeping control on the corresponding Lipschitz constants. We prove that, given a Lipschitz function f:M→ℝ defined on a connected, second countable Finsler manifold M, for each
M. I. Garrido +2 more
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The Near-Ring of Lipschitz Functions on a Metric Space [PDF]
This paper treats near-rings of zero-preserving Lipschitz functions on metric spaces that are also abelian groups, using pointwise addition of functions as addition and composition of functions as multiplication.
Mark Farag, Brink van der Merwe
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NEW INEQUALITIES ON LIPSCHITZ FUNCTIONS [PDF]
In this study, some inequalities of Hermite Hadamard type obtained for p-convex functions are given for Lipschitz mappings. Also, some applications for special means have been given.
İşcan, İmdat +2 more
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Lipschitz functions on topometric spaces
Nous étudions des fonctions sur des espaces topométriques qui sont à la fois (métriquement) Lipschitz et (topologiquement) continus, en les utilisant dans des contextes où, en topologie classique, des fonctions continues ordinaires sont utilisées. Nous étudions les relations de telles fonctions avec des versions topométriques d'axiomes de séparation ...
Ben Yaacov, Itaï
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Linearization of Lipschitz-polynomial and Lipschitz-analytic mappings
We introduce and study Lipschitz-analytic and Lipcshitz-polynomial functions, analogues of tensor and symmetric tensor products of metric spaces.
M. V. Dubei, A. V. Zagorodnyuk
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We will give the -Lipschitz version of the Banach-Stone type theorems for lattice-valued -Lipschitz functions on some metric spaces. In particular, when and are bounded metric spaces, if is a nonvanishing preserver, then is a weighted composition ...
Dongyang Chen +3 more
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In this paper, we study Lipschitz stability of Caputo fractional differential equations with non-instantaneous impulses and state dependent delays. The study is based on Lyapunov functions and the Razumikhin technique. Our equations in particular include
Ravi Agarwal +2 more
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Real-valued Lipschitz functions and metric properties of functions
The purpose of this article is to explore the very general phenomenon that a function between metric spaces has a particular metric property if and only if whenever it is followed in a composition by an arbitrary realvalued Lipschitz function, the ...
Beer, Gerald +1 more
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On the derivability of Lipschitz functions [PDF]
We show that given any Borel measure on ℝ, every Lipschitz function is μ-a. e. differentiable with respect to μ.
Aldaz, J.M. [0000-0001-8472-2606]
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Algorithmic Aspects of Lipschitz Functions [PDF]
We characterize the variation functions of computable Lipschitz functions. We show that a real
Cameron E. Freer +3 more
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