On classical solutions of mixed boundary problems for one-dimensional parabolic equation of second order.

Lažetić, Nebojša L.

Displaying similar documents to “On classical solutions of mixed boundary problems for one-dimensional parabolic equation of second order.”

On uniform convergence of spectral expansions and their derivatives arising by selfadjoint extensions in one-dimensional domains.

Lažetić, Nebojša L. (1999)

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On uniform convergence of spectral expansions arising by self-adjoint extensions of an one-dimensional Schrödinger operator.

Lažetić, Nebojša L. (2001)

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On uniform convergence of spectral expansions and their derivatives corresponding to self-adjoint extensions of the Schrödinger operator.

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Solvability of a boundary-value problem for transonic flow in a nozzle.

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The boundary behavior of a composite material

Maria Neuss-Radu (2001)

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In this paper, we study how solutions to elliptic problems with periodically oscillating coefficients behave in the neighborhood of the boundary of a domain. We extend the results known for flat boundaries to domains with curved boundaries in the case of a layered medium. This is done by generalizing the notion of boundary layer and by defining boundary correctors which lead to an approximation of order $ε$ in the energy norm.

Convergence of a Finite Difference Method for the Third BVP for Poisson's Equation

Boško Jovanović, Branislav Popović (1999)

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Estimates for Derivatives and Integrals of Eigenfunctions and Associated Functions of Nonself-adjoint Sturm-Liouville Operator With Discontinuous Coefficients (III)

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Computation of the demagnetizing potential in micromagnetics using a coupled finite and infinite elements method

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This paper is devoted to the practical computation of the magnetic potential induced by a distribution of magnetization in the theory of micromagnetics. The problem turns out to be a coupling of an interior and an exterior problem. The aim of this work is to describe a complete method that mixes the approaches of Ying [12] and Goldstein [6] which consists in constructing a mesh for the exterior domain composed of homothetic layers. It has the advantage of being well suited for catching...