Results 281 to 290 of about 228,280 (310)
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More on Convergence of Continuous Functions and Topological Convergence of Sets
Canadian Mathematical Bulletin, 1985AbstractLet C(X, Y) denote the set of continuous functions from a metric space X to a metric space Y. Viewing elements of C(X, Y) as closed subsets of X × Y, we say {fn} converges topologically to f if Li fn = Lsfn = f. If X is connected, then topological convergence in C(X,R) does not imply pointwise convergence, but if X is locally connected and Y is
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On Uniform Convergence of Continuous Functions and Topological Convergence of Sets
Canadian Mathematical Bulletin, 1983AbstractLet X and Y be metric spaces. This paper considers the relationship between uniform convergence in C(X, Y) and topological convergence of functions in C(X, Y), viewed as subsets of X×Y. In general, uniform convergence in C(X, Y) implies Hausdorff metric convergence which, in turn, implies topological convergence, but if X and Y are compact ...
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On Γ−-convergence of functionals with analytic integrand
Annali di Matematica Pura ed Applicata, 1993This paper is concerned with \(\Gamma\)-convergence of sequences of simple integral functionals of the calculus of variations. It shows that, under suitable conditions, some differentiability properties of the integrands of the approximating functionals, in particular the analyticity, remain true for the integrand of the \(\Gamma\)-limit functional.
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2011
Partendo dalla ricerca di condizioni affinché una convergenza di successioni possa essere individuata da una funzione a valori reali, l’introduzione di due condizioni di tipo diagonale consente di caratterizzare le convergenze quasi-normabili, quindi quelle esistenti nelle topologie di spazio lineare.
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Partendo dalla ricerca di condizioni affinché una convergenza di successioni possa essere individuata da una funzione a valori reali, l’introduzione di due condizioni di tipo diagonale consente di caratterizzare le convergenze quasi-normabili, quindi quelle esistenti nelle topologie di spazio lineare.
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Convergence analysis of AdaBound with relaxed bound functions for non-convex optimization
Neural Networks, 2022Jinlan Liu, Dongpo Xu, Miao Qi
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Two Classes of Iteration Functions and Q-Convergence of Two Iterative Methods for Polynomial Zeros
Symmetry, 2021Petko D Proinov, Proinov Petko D
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Convergence and rates of convergence of radial basis functions networks in function learning
Nonlinear Analysis: Theory, Methods & Applications, 2001Krzyżak, Adam, Niemann, Heinrich
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Contractive Interference Functions and Rates of Convergence of Distributed Power Control Laws
IEEE Transactions on Wireless Communications, 2012Hamid Reza Feyzmahdavian +2 more
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