On the representation of norm attaining positive operators on $L^p [0,1]$

Grząślewicz, Ryszard

Displaying similar documents to “On the representation of norm attaining positive operators on $L^{p} [0, 1]$ ”

An integral operator inequality with applications.

Chisholm, R.S., Everitt, W.N., Littlejohn, L.L. (1999)

Journal of Inequalities and Applications [electronic only]

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On transformations of Wiener space.

Skorokhod, Anatoli V. (1994)

Journal of Applied Mathematics and Stochastic Analysis

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Modular inequalities for the Hardy averaging operator

Hans P. Heinig (1999)

Mathematica Bohemica

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If $P$ is the Hardy averaging operator - or some of its generalizations, then weighted modular inequalities of the form u (Pf) Cv (f) are established for a general class of functions $φ$ . Modular inequalities for the two- and higher dimensional Hardy averaging operator are also given.

SPDEs with coloured noise: Analytic and stochastic approaches

Marco Ferrante, Marta Sanz-Solé (2006)

ESAIM: Probability and Statistics

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We study strictly parabolic stochastic partial differential equations on $ℝ^{d}$ , ≥ 1, driven by a Gaussian noise white in time and coloured in space. Assuming that the coefficients of the differential operator are random, we give sufficient conditions on the correlation of the noise ensuring Hölder continuity for the trajectories of the solution of the equation. For self-adjoint operators with deterministic coefficients, the mild and weak formulation of the equation are...

Approximation of the marginal distributions of a semi-Markov process using a finite volume scheme

Christiane Cocozza-Thivent, Robert Eymard (2004)

ESAIM: Mathematical Modelling and Numerical Analysis - Modélisation Mathématique et Analyse Numérique

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In the reliability theory, the availability of a component, characterized by non constant failure and repair rates, is obtained, at a given time, thanks to the computation of the marginal distributions of a semi-Markov process. These measures are shown to satisfy classical transport equations, the approximation of which can be done thanks to a finite volume method. Within a uniqueness result for the continuous solution, the convergence of the numerical scheme is then proven in the weak...

Displaying similar documents to “On the representation of norm attaining positive operators on L p [ 0 , 1 ] ”

An integral operator inequality with applications.

On transformations of Wiener space.

Modular inequalities for the Hardy averaging operator

SPDEs with coloured noise: Analytic and stochastic approaches

Approximation of the marginal distributions of a semi-Markov process using a finite volume scheme

Displaying similar documents to “On the representation of norm attaining positive operators on $L^{p} [0, 1]$ ”