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Functor of Idempotent Probability Measures with Compact Support and Open Map**s
In this paper, we show that the functor of idempotent probability measures with compact support acting in the category of Tikhonov spaces and their...
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On the generalized Stieltjes transform over weighted Lebesgue spaces and distributions of compact support
In this paper we establish continuity properties for the generalized Stieltjes transform over weighted Lebesgue spaces and distributions of compact...
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Abelian theorems for Laplace, Mellin and Stieltjes transforms over distributions of compact support and generalized functions
Our goal in this article is to derive Abelian theorems for the two-sided Laplace transform, Mellin transform, one-sided real Laplace transform and...
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Compact and Locally Compact Spaces
The concept of compactness of a set is pervasive in analysis. This chapter is devoted to the study of compact spaces and locally compact spaces. The...
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An operational calculus for a Mehler-Fock type index transform on distributions of compact support
In this paper, we present a systematic analysis of an operational calculus which is based upon a Mehler-Fock type index transform on distributions of...
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Normal and Compact Solvability of the Exterior Derivation Operator in Orlicz Spaces
We study the normal and compact solvability of the operator of exterior derivation in Orlicz spaces of differential forms on compact Riemannian...
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Demi-linear analysis III—demi-distributions with compact support
A series of detailed quantitative results is established for the family of demi-distributions which is a large extension of the family of usual...
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On a Characterization of Shifts of Haar Distributions on Compact Open Subgroups of a Compact Abelian Group
Let X be a compact Abelian group. In the article we obtain a characterization of shifts of Haar distributions on compact open subgroups of the group X ...
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Generation of Polygonal Meshes in Compact Space
We present a new compact half-edge data structure for storing polygonal meshes. This data structure allows us to reduce the memory usage for the...
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Maximum-Norm Error Estimates of Fourth-Order Compact and ADI Compact Finite Difference Methods for Nonlinear Coupled Bacterial Systems
In this paper, by introducing two temporal derivative-dependent auxiliary variables, a linearized and decoupled fourth-order compact finite...
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Banach algebras on locally compact groups
In this chapter, we shall consider the classical Banach algebras of harmonic analysis that are associated with a locally compact group G. The class...
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Dynamic Compact Planar Embeddings
This paper presents a way to compactly represent dynamic connected planar embeddings, which may contain self loops and multi-edges, in...
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The Compact Support Principle
Consider the problem $$\displaystyle \left \{ \begin {array}{l}...
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The Dyadic Representation Theorem Using Smooth Wavelets with Compact Support
The representation of a general Calderón–Zygmund operator in terms of dyadic Haar shift operators first appeared as a tool to prove the
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On Commutators of Compact Operators: Generalizations and Limitations of Anderson’s Approach
We offer a new perspective and some advances on the 1971 Pearcy-Top** problem: is every compact operator a commutator of compact operators? Our...
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Balanced measures on compact median algebras
We initiate a systematic investigation of group actions on compact median algebras via the corresponding dynamics on their spaces of measures. We...
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Efficient compact linear programs for network revenue management
We are concerned with computing bid prices in network revenue management using approximate linear programming. It is well-known that affine value...
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Hardy–Littlewood maximal function on Locally compact Abelian groups
In this paper we investigate a boundedness of the Hardy-Littlewood maximal operator M in the variable Lebesgue spaces in the context locally compact...
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Central limit theorem for intrinsic Fréchet means in smooth compact Riemannian manifolds
We prove a central limit theorem (CLT) for the Fréchet mean of independent and identically distributed observations in a compact Riemannian manifold...
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Locally Compact Spaces
Locally compact spaces and their one-point compactification are studied. Baire’s theorem and a version of Urysohn lemma for locally compact Hausdorff...