Analytic structure on locally compact spaces determined by algebras of continuous functions
Analytic structures on representation spaces of reductive groups.
Analytical and numerical study of Kramers' exit problem. I.
Analytical and numerical study of Kramers' exit problem. II.
Analytical approximation to solutions of singularly perturbed boundary value problems.
Analyticity and Borel summability of the models. I. The dimension
Analyticity of the Spectral Multi-Function in Topological Algebras
Se è un'applicazione olomorfa di un domìnio di in un'algebra topologica che gode di certe proprietà, si dimostra che la multifunzione «spettro» è analitica secondo Oka.
Analytische Vektoren von Faltungshalbgruppen. I.
Angles in metric and normed linear spaces
Angular limits and derivatives for holomorphic maps of infinite dimensional bounded homogeneous domains
An infinite dimensional extension of the Pick-Julia theorem is used to derive the conditions of Carathéodory type which guarantee the existence of angular limits and angular derivatives for holomorphic maps of infinite dimensional bounded symmetric homogeneous domains in -algebras and in complex Hilbert spaces. The case of operator-valued analytic maps is considered and examples are given.
Anisotropic Besov spaces and approximation numbers of traces on related fractal sets.
This paper deals with approximation numbers of the compact trace operator of an anisotropic Besov space into some Lp-space,trΓ: Bpps,a (Rn) → Lp(Γ), s > 0, 1 < p < ∞,where Γ is an anisotropic d-set, 0 < d < n. We also prove homogeneity estimates, a homogeneous equivalent norm and the localization property in Bpps,a.
Anisotropic function spaces: Hardy's inequality and traces on surfaces
Anisotropic Hölder and Sobolev spaces for hyperbolic diffeomorphisms
We study spectral properties of transfer operators for diffeomorphisms on a Riemannian manifold . Suppose that is an isolated hyperbolic subset for , with a compact isolating neighborhood . We first introduce Banach spaces of distributions supported on , which are anisotropic versions of the usual space of functions and of the generalized Sobolev spaces , respectively. We then show that the transfer operators associated to and a smooth weight extend boundedly to these spaces, and...
Anisotropic Sobolev inequalities
Anisotropic symmetrization
Annihilator topological algebras.
Annulation de T-filtres par des fonctions croulantes
Another approach to characterizations of generalized triangle inequalities in normed spaces
In this paper, we consider a generalized triangle inequality of the following type: where (X, ‖·‖) is a normed space, (µ1, ..., µn) ∈ ℝn and p > 0. By using ψ-direct sums of Banach spaces, we present another approach to characterizations of the above inequality which is given by [Dadipour F., Moslehian M.S., Rassias J.M., Takahasi S.-E., Nonlinear Anal., 2012, 75(2), 735–741].
Another extension of Orlicz--Sobolev spaces to metric spaces.
Another generalization of the Dugundji extension theorem