Results 61 to 70 of about 462 (83)
Painlevé et la relativité générale
, 2013 The study of the Painlevé papers, published in 1921-1922, analyzing differences between the Newtonian theory and the general relativity, reveals an incredible creativity even beyond the still inspired oriented formalism described in his first paper which
FRIC, Jacques +1 more
core
In this note we investigate two kinds of applications of the Painlev\'e-Kuratowski convergence of closed sets in analysis that are motivated also by questions from singularity theory.
Fatuła, Daniel
core
On Convergence Of Sequences Of Set
, 2016 This thesis consists of six chapters. The first chapter is devoted to introduction. In the second chapter, some important theorems in mathematics and concepts that are necessary for our study are investigated and properties with examples related to those
İğde, Ayşe
core
The Kuratowski convergence and connected components
Journal of Mathematical Analysis and Applications, 2012 We investigate the Kuratowski convergence of the connected components of the sections of a definable set applying the result obtained to semialgebraic approximation of subanalytic sets.
Maciej P Denkowski
exaly +3 more sources
On Kuratowski I-convergence of sequences of closed sets [PDF]
Filomat, 2017 In this paper we extend the concepts of statistical inner and outer limits (as introduced by Talo, Sever and Ba?ar) to I-inner and I-outer limits and give some I-analogue of properties of statistical inner and outer limits for sequences of ...
Özer Talo, Yurdal Sever, Talo Ozer
exaly +3 more sources
Kuratowski Convergence of Holomorphic Functions
Monatshefte Fur Mathematik, 2004 The notion of Kuratowski convergence is applied to describe a kind of convergence in the context of holomorphic functions. We associate it to a convenient topology, explore its relation with the compact-open topology, thus providing a new set theoretic ...
Juan Ferrera, Angeles Prieto
exaly +2 more sources
Topology and Its Applications, 1996 For a given topological space X we consider two topologies on the hyperspace F(X) of all closed subsets of X. The Fell topology TF on F(X) is generated by the family {OVK: V is open in X and K ⊆ X is compact} as a subbase, where OVK = {F ϵ F(X): F ∩ V ...
Tsugunori Nogura, Dmitri Shakhmatov
exaly +2 more sources
Some of the next articles are maybe not open access.