Journal of Computational and Applied Mathematics 2001: Vol 128 Index

2 Pages·2001·0.38 MB·English

JOURNAL OF
COMPUTATIONAL AND
APPLIED MATHEMATICS
ELSEVIER Journal of Computational and Applied Mathematics 128 (2001) 467
www.elsevier.nl/locate/cam
Author Index Volume 128 (2001)
Baines, M.J., Moving finite element, least squares, Kay, D., see Silvester, D. 261-279
and finite volume approximations of steady and
time-dependent PDEs in multidimensions 363-381 Oosterlee, C.W., see Wesseling, P. 311-334
Bialecki, B. and G. Fairweather, Orthogonal spline
Piggott, M.D., see Budd, C.J. 399-422
collocation methods for partial differential equa-
tions 55- 82
Rannacher, R., Adaptive Galerkin finite element
Budd, C.J. and M.D. Piggott, The geometric integra-
: , , : erg methods for partial differential equations 205-233
tion of scale-invariant ordinary and partial differ- Russell, R.D., see Huang, W. 383-398
ential equations 399-422
Silvester, D., H. Elman, D. Kay and A. Wathen,
Cockburn, B., Devising discontinuous Galerkin Efficient preconditioning of the linearized
methods for non-linear hyperbolic conservation Navier-Stokes equations for incompressible flow 261-279
laws 187-204 Sommeijer, B.P., see van der Houwen, P.J. 447-466
Stiiben, K., A review of algebraic multigrid 281-309
Dahmen, W., Wavelet methods for PDEs — some Suri, M., The p and hp finite element method for
recent developments 133-185 problems on thin domains 235-260
Elman, H., see Silvester, D 261-279 Thomee, V., From finite differences to finite elements.
b] be) J ° -” A short hi° story of . numeric. al analysis. of partia. l
Ewing, R.E. and H. Wang, A summary of numerical
differential equations i- 54
methods for time-dependent advection-domin-
tae Foetal Conan eqs sealed van der Houwen, P..J. and B.P. Sommeijer, Approxim-
. , . ate factorization for time-dependent partial differ-
Fairweather, G., see Bialecki, B. 55- 82 ential equations 447-466
Gottlieb, D. and J.S. Hesthaven, Spectral methods for Wang, H., see Ewing, R.E. 423-445
hyperbolic problems 83-131 Wathen, A., see Silvester, D. 261-279
Wesseling, P. and C.W. Oosterlee, Geometric multi-
Hesthaven, J.S., see Gottlieb, D. 83-131 grid with applications to computational fluid dy-
Huang, W. and R.D. Russell, Adaptive mesh move- namics 311-334
ment — the MMPDE approach and its applica-
tions 383-398 Xu, J., The method of subspace corrections 335-362
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