analysis in metric spaces
Sensitivity analysis in general metric spaces
... Sensitivity analysis, Cramér-von-Mises distance, Pick-Freeze method, U-statistics, general metric ...Introduction In the last decades, the use of computer code experiments to model physical phenomena ...
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Hölder Exponents and Fractal Analysis on Metric Spaces using Morphological Operators
... Introduction In mathematics, fractal sets and fractal functions can be considered under two different view- points, either from their non-integer dimension or from their self-similarity behaviour [21, ...
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HARDY SPACES ON METRIC MEASURE SPACES WITH GENERALIZED SUB-GAUSSIAN HEAT KERNEL ESTIMATES
... thesis in cotutelle between the Labo- ratoire de Mathématiques, Université Paris-Sud and the Mathematical Science Institute, Australian National ...“Harmonic analysis at its boundaries” ANR-12-BS01-0013 and ...
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Nonlinear model reduction on metric spaces. Application to one-dimensional conservative PDEs in Wasserstein spaces
... illustrate in our numerical ...properties in terms of its decay of the approximation error as we describe ...interest in numerous fields like pattern recognition, shape analysis, medical ...
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Consensus in non-commutative spaces
... Consensus in non-commutative spaces Rodolphe Sepulchre, Alain Sarlette and Pierre Rouchon Abstract— Convergence analysis of consensus algorithms is revisited in the light of the Hilbert ...
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Topics on calculus in metric measure spaces
... the metric measure space in ...the analysis done in [ 20 ] one has that on doubling space supporting a 1-1 weak local Poincar´e inequality, equality always holds in ( ...). In ...
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Analysis on singular spaces: Lie manifolds and operator algebras
... presented in this paper. The approach to Index theory used in this paper is based on exact sequences of operator ...Thus, in the first section, we discuss the exact sequences appearing in the ...
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Computing metric hulls in graphs
... cubes, in order to show that LOGHULL NUMBER for partial cubes is ...second metric hull problem of concern in this paper. In order to introduce it, let again G = (V, E) be a ...problems. ...
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Metrization of probabilistic metric spaces. Applications to fixed point theory and Arzela-Ascoli type theorem
... results in the litterature proved for probabilistic metric spaces could be easily deduced from Corollary 1 and Theorem ...dense. In [15], ...
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Generalized Quantitative Analysis of Metric Transition Systems
... understood in a setting of quantitative games, cf. [21]. In this setting, the standard simulation and bisimulation games [41] are generalized to games with quantitative ...
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A statistical test of isomorphism between metric-measure spaces using the distance-to-a-measure signature
... ν). In this paper, we address the question of the comparison of general mm-spaces, up to an ...isomorphism. In other terms, we aim to design a metric or at least a pseudo-metric on the ...
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Berkovich spaces embed in Euclidean spaces
... complement in X of the set of points having a simply connected quasi-polyhedral open neighborhood with a single endpoint [Ber90, ...76]. In the case of a local dendrite, we can characterize this subset ...
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Global sensitivity analysis and Wasserstein spaces
... lie in [0, 1] and share the same properties as their Sobol counterparts: - the dierent contributions sum to 1; (3) - they are invariant by translation, by any isometry and by any non-degenerated scaling of ...
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The discontinuity issue of total orders on metric spaces and its consequences for mathematical morphology
... present in the image, but the set of clusters S at each level of ...consists in optimizing the cost function ...fall in a ...exploration. In all tested situations with n = 10 elements, the ...
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An analysis of finite parameter learning in linguistic spaces
... Then after k transitions, the probability of being in each state 7roT k can be described.. This kind of algorithm does not assume that the learner is reasoning about set[r] ...
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Design analysis for collective spaces : piazzas and contradas in Siena
... (1)that between public spaces and their social role for neighborhoods, and (2) the correlation of these spaces to a particular context within the urban fabric.. An a[r] ...
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Lifting in Sobolev spaces
... G. Carbou [1], Applications harmoniques ` a valeurs dans un cercle, C. R. Acad. Sc., Paris 1992, 359–362. J.-Y. Chemin [1], Fluides parfaits incompressibles, vol. 230, Ast´ erisque, 1995. R. Coifman and Y. Meyer [1], Une ...
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Diophantine approximation in Banach spaces
... de Bordeaux 26 (2014), 363–384 Diophantine approximation in Banach spaces par Lior FISHMAN, David SIMMONS et Mariusz URBAŃSKI Résumé. Dans cet article, nous étendons à la dimension infinie la théorie de ...
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Chiralities in topological vector spaces
... HAL Id: hal-02334917 https://hal.inria.fr/hal-02334917 Preprint submitted on 13 Feb 2020 HAL is a multi-disciplinary open access archive for the deposit and dissemination of sci- entific research documents, whether they ...
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Tangent Cones in Besov Spaces
... Unit´e de recherche INRIA Lorraine, Technopˆole de Nancy-Brabois, Campus scientifique, ` NANCY 615 rue du Jardin Botanique, BP 101, 54600 VILLERS LES Unit´e de recherche INRIA Rennes, Ir[r] ...
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