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Results: 1-13 |
Results: 13

Authors: Golberg, MA Chen, CS
Citation: Ma. Golberg et Cs. Chen, An efficient mesh-free method for nonlinear reaction-diffusion equations, CMES-COMP M, 2(1), 2001, pp. 87-95

Authors: Golberg, MA Bowman, H
Citation: Ma. Golberg et H. Bowman, Superconvergence and the use of the residual as an error estimator in the BEM. II: Collocation, numerical integration and error indicators, ENG ANAL, 25(7), 2001, pp. 511-521

Authors: Cheng, AHD Chen, CS Golberg, MA Rashed, YF
Citation: Ahd. Cheng et al., BEM for theomoelasticity and elasticity with body force - a revisit, ENG ANAL, 25(4-5), 2001, pp. 377-387

Authors: Rashed, YF Chen, CS Golberg, MA
Citation: Yf. Rashed et al., Efficient evaluation of plate-half space interaction using contour integrals, APPL MATH M, 25(11), 2001, pp. 967-978

Authors: Golberg, MA Chen, CS
Citation: Ma. Golberg et Cs. Chen, Special Issue - The dual reciprocity method and radial basis functions - Preface, ENG ANAL, 24(7-8), 2000, pp. 511-512

Authors: Golberg, MA Chen, CS Ganesh, M
Citation: Ma. Golberg et al., Particular solutions of 3D Helmholtz-type equations using compactly supported radial basis functions, ENG ANAL, 24(7-8), 2000, pp. 539-547

Authors: Golberg, MA Chen, CS
Citation: Ma. Golberg et Cs. Chen, The method of fundamental solutions for potential, Helmholtz and diffusionproblems, COMPUT ENGN, 1, 1999, pp. 103-176

Authors: Golberg, MA Bowman, H
Citation: Ma. Golberg et H. Bowman, Some recent developments in the convergence analysis of discrete projection methods, COMPUT ENGN, 1, 1999, pp. 307-374

Authors: Golberg, MA Chen, CS Bowman, H
Citation: Ma. Golberg et al., Some recent results and proposals for the use of radial basis functions inthe BEM, ENG ANAL, 23(4), 1999, pp. 285-296

Authors: Golberg, MA Chen, CS Rashed, YF
Citation: Ma. Golberg et al., The annihilator method for computing particular solutions to partial differential equations, ENG ANAL, 23(3), 1999, pp. 275-279

Authors: Muleshkov, AS Golberg, MA Chen, CS
Citation: As. Muleshkov et al., Particular solutions of Helmholtz-type operators using higher order polyharmonic splines, COMPUT MECH, 23(5-6), 1999, pp. 411-419

Authors: Golberg, MA
Citation: Ma. Golberg, A note on the decomposition method for operator equations, APPL MATH C, 106(2-3), 1999, pp. 215-220

Authors: Chen, CS Golberg, MA Hon, YC
Citation: Cs. Chen et al., The method of fundamental solutions and quasi-Monte-Carlo method for diffusion equations, INT J NUM M, 43(8), 1998, pp. 1421-1435
Risultati: 1-13 |