A method of solving the Dirichlet problem for the second-order elliptic equation in a polygonal domain on an adaptively refined mesh sequence

Shishkina, Olga and Nikolaev, Eugene (2005) A method of solving the Dirichlet problem for the second-order elliptic equation in a polygonal domain on an adaptively refined mesh sequence. Moscow University Computational Mathematics and Cybernetics (Translation from: Vestnik Moskovskogo Universiteta. Seriya 15. Vychislitel'naya Matematika i Kibernetika) (4), pp. 1-14. Allerton Press.

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Item URL in elib:

https://elib.dlr.de/22957/

Document Type:

Article

Title:

A method of solving the Dirichlet problem for the second-order elliptic equation in a polygonal domain on an adaptively refined mesh sequence

Authors:

Authors	Institution or Email of Authors	Author's ORCID iD	ORCID Put Code
Shishkina, Olga	UNSPECIFIED	UNSPECIFIED	UNSPECIFIED
Nikolaev, Eugene	Moscow State University, Dept. Comput. Mathematics	UNSPECIFIED	UNSPECIFIED

Date:

December 2005

Journal or Publication Title:

Moscow University Computational Mathematics and Cybernetics (Translation from: Vestnik Moskovskogo Universiteta. Seriya 15. Vychislitel'naya Matematika i Kibernetika)

Open Access:

Gold Open Access:

In SCOPUS:

In ISI Web of Science:

Page Range:

pp. 1-14

Publisher:

Allerton Press

Status:

Published

Keywords:

Adaptive mesh refinement, elliptic solvers, conjugate gradients method

HGF - Research field:

Aeronautics, Space and Transport

HGF - Program:

Transport

HGF - Program Themes:

Terrestrial Vehicles (old)

DLR - Research area:

Transport

DLR - Program:

V BF - Bodengebundene Fahrzeuge

DLR - Research theme (Project):

V - Next Generation Train (old)

Location:

Göttingen

Institutes and Institutions:

Institute of Aerodynamics and Flow Technology > Fluid Systems

Deposited By:

Shishkina, PD Dr. habil. Olga

Deposited On:

11 Jan 2008

Last Modified:

12 Dec 2013 20:10

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