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Results: 1-10 |
Results: 10

Authors: Demkowicz, L Bajer, A
Citation: L. Demkowicz et A. Bajer, Conservative discretization of contact/impact problems for nearly rigid bodies, COMPUT METH, 190(15-17), 2001, pp. 1903-1924

Authors: Demkowicz, L Ihlenburg, F
Citation: L. Demkowicz et F. Ihlenburg, Analysis of a coupled finite-infinite element method for exterior Helmholtz problems, NUMER MATH, 88(1), 2001, pp. 43-73

Authors: Monk, P Demkowicz, L
Citation: P. Monk et L. Demkowicz, Discrete compactness and the approximation of Maxwell's equations in R-3, MATH COMPUT, 70(234), 2001, pp. 507-523

Authors: Demkowicz, L Monk, P Schwab, C Vardapetyan, L
Citation: L. Demkowicz et al., Maxwell eigenvalues and discrete compactness in two dimensions, COMPUT MATH, 40(4-5), 2000, pp. 589-605

Authors: Demkowicz, L Monk, P Vardapetyan, L Rachowicz, W
Citation: L. Demkowicz et al., de Rham diagram for hp finite element spaces, COMPUT MATH, 39(7-8), 2000, pp. 29-38

Authors: Cecot, W Demkowicz, L Rachowicz, W
Citation: W. Cecot et al., A two-dimensional infinite element for Maxwell's equations, COMPUT METH, 188(1-3), 2000, pp. 625-643

Authors: Rachowicz, W Demkowicz, L
Citation: W. Rachowicz et L. Demkowicz, An hp-adaptive finite element method for electromagnetics Part 1: Data structure and constrained approximation, COMPUT METH, 187(1-2), 2000, pp. 307-335

Authors: Vardapetyan, L Demkowicz, L
Citation: L. Vardapetyan et L. Demkowicz, hp-adaptive finite elements in electromagnetics, COMPUT METH, 169(3-4), 1999, pp. 331-344

Authors: Chang, YC Demkowicz, L
Citation: Yc. Chang et L. Demkowicz, Solution of viscoelastic scattering problems in linear acoustics using hp boundary finite element method, INT J NUM M, 44(12), 1999, pp. 1885-1907

Authors: Chang, YC Demkowicz, L
Citation: Yc. Chang et L. Demkowicz, A stability analysis for vibrating viscoelastic spherical shells (The effect of damping on the LBB constants of vibration problems), TAIWAN J M, 2(2), 1998, pp. 213-242
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