Journal of Computational and Applied Mathematics 1999: Vol 104 Index

2 Pages·1999·0.26 MB·English

JOURNAL OF
COMPUTATIONAL AND
APPLIED MATHEMATICS
ELSEVIER Journal of Computational and Applied Mathematics 104 (1999) 215
Author Index Volume 104 (1999)
Camacho, J., see Jodar, L. 123-143 Morandi, R., see Conti, C. 111-122
Conti, C., R. Morandi and C. Rabut, P'-reproducing
shape-preserving quasi-interpolant using positive
Navarro, E., see Jodar, L. 123-143
quadratic splines with local support 111-122
El-Arabawy, H., see Essawy, A.H. 27- 39 Olshanskii, M.A., Two-level method and some
El-Sawaby, Sh.M., see Essawy, A.H. 27- 39 a priori estimates in unsteady Navier-Stokes cal-
Essawy, A.H., H. El-Arabawy and Sh.M. El-Sawaby, culations 173-191
Diffraction of water waves due to a presence of
two headlands 27- 39 Rabut, C., see Conti, C. 111-122
Rakhmanov, E.A., see Kuijlaars, A.B.J. 213
Gorsch, D., Discrete model collision operators of Reddy, M.V. and S. Joe, The ultratriangular form for
Boltzman type 145-162 prime-power lattice rules 49- 61
Hagler, B.A., Laurent- Hermite-Gauss Quadrature 163-171
Sattayatham, P., see Ksasov, B.I. 63- 88
Hsiao, G.C., R.E. Kleinman and D.-Q. Wang, Ap-
Senhadji, M.N., On condition numbers of some
plications of boundary integral equation methods
quasi-linear transformations 1- 17
in 3D electromagnetic scattering 89-110
Sirotkin, V. and P. Tarvainen, Comparison of parallel
implementation of some multi-level Schwarz
Jodar, L., E. Navarro and J. Camacho, Analytic-
numerical solutions with a priori error bounds for methods for singularly perturbed parabolic prob-
a class of strongly coupled mixed partial differen- lems 193-212
tial systems 123-143 Syam, M.I., A new proof of the Euler-Maclaurin
expansion for quadrature over implicitly defined
Joe, S., see Reddy, M.V. 49- 61
curves 19- 25
Kleinman, R.E., see Hsiao, G.C. 89-110
Ksasov, B.I. and P. Sattayatham, GB-splines or arbit- Tarvainen, P., see Sirotkin, V. 193-212
rary order 63- 88
Kuijlaars, A.B.J. and E.A. Rakhmanov, Corrigendum
Wang, D.-Q., see Hsiao, G.C. 89-110
to “Zero distributions for discrete orthogonal
polynomials” [J. Comput. Appl. Math. 99 (1998)
255-274] 213 Yanez, E., Deformable orthogonal grids: lemniscates 41- 48
Elsevier Science B.V.