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Displaying 1021 – 1040 of 1154

Analyse de récession et résultats de stabilité d'une convergence variationnelle, application à la théorie de la dualité en programmation mathématique

Driss Mentagui (2010)

ESAIM: Control, Optimisation and Calculus of Variations

Let X be a Banach space and X' its continuous dual. C(X) (resp. C(X')) denotes the set of nonempty convex closed subsets of X (resp. ω*-closed subsets of X') endowed with the topology of uniform convergence of distance functions on bounded sets. This topology reduces to the Hausdorff metric topology on the closed and bounded convex sets [16] and in general has a Hausdorff-like presentation [11]. Moreover, this topology is well suited for estimations and constructive approximations [6-9]. We...

Analyse relative

Yves Peraire (1992)

Annales scientifiques de l'Université de Clermont. Mathématiques

Analysis on topological manifolds

P. Duvall, L. Husch (1972)

Fundamenta Mathematicae

Analytic Baire spaces

A. J. Ostaszewski (2012)

Fundamenta Mathematicae

We generalize to the non-separable context a theorem of Levi characterizing Baire analytic spaces. This allows us to prove a joint-continuity result for non-separable normed groups, previously known only in the separable context.

Analytic sets with countable sections

Ashok Maitra (1980)

Fundamenta Mathematicae

Anosov theorem for coincidences on nilmanifolds

Seung Won Kim, Jong Bum Lee (2005)

Fundamenta Mathematicae

Suppose that L, L’ are simply connected nilpotent Lie groups such that the groups $γ_{i} (L)$ and $γ_{i} (L^{'})$ in their lower central series have the same dimension. We show that the Nielsen and Lefschetz coincidence numbers of maps f,g: Γ∖L → Γ’∖L’ between nilmanifolds Γ∖L and Γ’∖L’ can be computed algebraically as follows: L(f,g) = det(G⁎ - F⁎), N(f,g) = |L(f,g)|, where F⁎, G⁎ are the matrices, with respect to any preferred bases on the uniform lattices Γ and Γ’, of the homomorphisms between the Lie algebras , ’ of...

Another application of the Effros theorem to the pseudo-arc

Kazuhiro Kawamura, Janusz Prajs (1991)

Fundamenta Mathematicae

Another characterization of absolute stability

Roger G. McCann (1971)

Annales de l'institut Fourier

The absolute stability of a compact set is characterized in terms of a fundamental system of positive invariant neighborhoods.

Another Generalization of Arhangel'skii's Theorem

Ergun, Nurettin (2013)

Mathematica Balkanica New Series

MSC 2010: 54A25, 54A35.

We prove that a Boolean algebra is countable iff its subalgebra lattice admits a continuous complementation.

Currently displaying 1021 – 1040 of 1154

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Displaying 1021 – 1040 of 1154

Analyse de récession et résultats de stabilité d'une convergence variationnelle, application à la théorie de la dualité en programmation mathématique

Analyse relative

Analysis on topological manifolds

Analytic Baire spaces

Analytic sets with countable sections

Anosov theorem for coincidences on nilmanifolds

Another application of the Effros theorem to the pseudo-arc

Another characterization of absolute stability

Another Generalization of Arhangel'skii's Theorem

Another generalization of the Dugundji extension theorem

Another geometric proof of supercompactness of compact metric spaces

Another look at the localic Tychonoff theorem

Another note on almost continuous mappings and Baire spaces.

Another note on closed $N$ -cells in $𝐑^{N}$

Another note on countable Boolean algebras

Another note on Kempisty's generalized continuity.

Another note on Levine's decomposition of continuity.

Another note on nearly paracompact spaces

Another proof that a chain of non-empty H-closed subspaces has a non-empty intersection

Another property of the Sorgenfrey line

Currently displaying 1021 – 1040 of 1154