An algebraic theory for primal and dual substructuring methods by constraints J Mandel, CR Dohrmann, R Tezaur Applied numerical mathematics 54 (2), 167-193, 2005 | 314 | 2005 |
Convergence of a substructuring method with Lagrange multipliers J Mandel, R Tezaur Numerische Mathematik 73 (4), 473-487, 1996 | 250 | 1996 |
On the convergence of a dual-primal substructuring method J Mandel, R Tezaur Numerische Mathematik 88 (3), 543-558, 2001 | 226 | 2001 |
FETI-DPH: a dual-primal domain decomposition method for acoustic scattering C Farhat, P Avery, R Tezaur, J Li Journal of Computational Acoustics 13 (03), 499-524, 2005 | 122 | 2005 |
Review and assessment of interpolatory model order reduction methods for frequency response structural dynamics and acoustics problems U Hetmaniuk, R Tezaur, C Farhat International Journal for Numerical Methods in Engineering 90 (13), 1636-1662, 2012 | 116 | 2012 |
Three‐dimensional discontinuous Galerkin elements with plane waves and Lagrange multipliers for the solution of mid‐frequency Helmholtz problems R Tezaur, C Farhat International journal for numerical methods in engineering 66 (5), 796-815, 2006 | 116 | 2006 |
Higher‐order extensions of a discontinuous Galerkin method for mid‐frequency Helmholtz problems C Farhat, R Tezaur, P Weidemann‐Goiran International journal for numerical methods in engineering 61 (11), 1938-1956, 2004 | 106 | 2004 |
Theoretical comparison of the FETI and algebraically partitioned FETI methods, and performance comparisons with a direct sparse solver DJ Rixen, C Farhat, R Tezaur, J Mandel International Journal for Numerical Methods in Engineering 46 (4), 501-533, 1999 | 103 | 1999 |
A scalable substructuring method by Lagrange multipliers for plate bending problems J Mandel, R Tezaur, C Farhat SIAM Journal on Numerical Analysis 36 (5), 1370-1391, 1999 | 96 | 1999 |
Two-grid method for linear elasticity on unstructured meshes P Vanek, M Brezina, R Tezaur SIAM Journal on Scientific Computing 21 (3), 900-923, 1999 | 85 | 1999 |
On the solution of three-dimensional inverse obstacle acoustic scattering problems by a regularized Newton method C Farhat, R Tezaur, R Djellouli Inverse problems 18 (5), 1229, 2002 | 83 | 2002 |
Three‐dimensional finite element calculations in acoustic scattering using arbitrarily shaped convex artificial boundaries R Tezaur, A Macedo, C Farhat, R Djellouli International journal for numerical methods in engineering 53 (6), 1461-1476, 2002 | 80 | 2002 |
A discontinuous Galerkin method with plane waves and Lagrange multipliers for the solution of short wave exterior Helmholtz problems on unstructured meshes C Farhat, P Wiedemann-Goiran, R Tezaur Wave Motion 39 (4), 307-317, 2004 | 75 | 2004 |
Mesh sampling and weighting for the hyperreduction of nonlinear Petrov–Galerkin reduced‐order models with local reduced‐order bases S Grimberg, C Farhat, R Tezaur, C Bou‐Mosleh International Journal for Numerical Methods in Engineering 122 (7), 1846-1874, 2021 | 74 | 2021 |
A space–time discontinuous Galerkin method for the solution of the wave equation in the time domain S Petersen, C Farhat, R Tezaur International journal for numerical methods in engineering 78 (3), 275-295, 2009 | 72 | 2009 |
Finite element solution of two-dimensional acoustic scattering problems using arbitrarily shaped convex artificial boundaries R Djellouli, C Farhat, A Macedo, R Tezaur Journal of Computational Acoustics 8 (01), 81-99, 2000 | 71 | 2000 |
A discontinuous enrichment method for capturing evanescent waves in multiscale fluid and fluid/solid problems R Tezaur, L Zhang, C Farhat Computer Methods in Applied Mechanics and Engineering 197 (19-20), 1680-1698, 2008 | 62 | 2008 |
A domain decomposition method for discontinuous Galerkin discretizations of Helmholtz problems with plane waves and Lagrange multipliers C Farhat, R Tezaur, J Toivanen International journal for numerical methods in engineering 78 (13), 1513-1531, 2009 | 61 | 2009 |
Analysis of Lagrange multiplier based domain decomposition R Tezaur University of Colorado at Denver, 1998 | 59 | 1998 |
Overview of the discontinuous enrichment method, the ultra‐weak variational formulation, and the partition of unity method for acoustic scattering in the medium frequency … D Wang, R Tezaur, J Toivanen, C Farhat International Journal for Numerical Methods in Engineering 89 (4), 403-417, 2012 | 57 | 2012 |