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The finite volume implementation of the partial asymptotic domain decomposition

Authors: Panasenko, G.; Viallon, M. -C.

Source: Applicable Analysis, Volume 87, Number 12, December 2008 , pp. 1397-1424(28)

Publisher: Taylor and Francis Ltd

Partial homogenization of discrete models

Authors: Etoughe, M. Betoue; Panasenko, G.

Source: Applicable Analysis, Volume 87, Number 12, December 2008 , pp. 1425-1442(18)

Publisher: Taylor and Francis Ltd

Error estimates for the Fourier-finite-element approximation of the Lamé system in nonsmooth axisymmetric domains

Author: Nkemzi, B.

Source: Computational Mechanics, Volume 35, Number 1, December 2004 , pp. 30-40(11)

Publisher: Springer

Partial homogenization

Author: Panasenko G.P.

Source: Comptes Rendus Mecanique, Volume 330, Number 10, October 2002 , pp. 667-672(6)

Publisher: Elsevier

Asymptotic analysis of integral equations for a great interval and its application to stellar radiative transfer

Authors: Panasenko G.; Rutily B.; Titaud O.

Source: Comptes Rendus Mecanique, Volume 330, Number 11, November 2002 , pp. 735-740(6)

Publisher: Elsevier

Asymptotic partial decomposition of variational problems

Author: Panasenko G.P.

Source: Comptes Rendus de l'Academie des Sciences Series IIB Mechanics Physics Astronomy, Volume 327, Number 11, October 1999 , pp. 1185-1190(6)

Publisher: Elsevier

Finite element method for elliptic problems with edge singularities

Authors: Lubuma J.M.-S.; Nicaise S.

Source: Journal of Computational and Applied Mathematics, Volume 106, Number 1, June 1999 , pp. 145-168(24)

Publisher: Elsevier

Partial asymptotic decomposition of domain: Navier-Stokes equation in tube structure

Author: Panasenko G.P.

Source: Comptes Rendus de l'Academie des Sciences Series IIB Mechanics Physics Astronomy, Volume 326, Number 12, 1998 , pp. 893-898(6)

Publisher: Elsevier