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Suri, Manil - Department of Mathematics and Statistics, University of Maryland, Baltimore County
IASSIACM 2000 Fourth International Colloquium on
The p and hp finite element method for problems on thin domains
A Specialized Finite Element for the Study of Woven S.I. Haan and P.G. Charalambides \Lambda
Upper and lower error bounds for platebending finite elements
On the asymptotic behavior of the discrete spectrum in buckling problems for thin plates
Technische Hochschule Eidgenossische
Optimal Convergence Rates of hp Mortar Finite Element Methods for
Stable hp mixed finite elements based on the HellingerReissner principle
Numerical approximation of the spectra of noncompact operators arising in buckling
A posteriori estimation of the linearization error for strongly monotone nonlinear
hp SUBMESHING VIA NONCONFORMING FINITE ELEMENT METHODS \Lambda
Locking-free mixed hp nite element methods for curvilinear domains. Lawrence Chilton 1 and Manil Suri 2
Curriculum Vit Manil Suri Department of Mathematics and Statistics
Computable error estimators for the approximation of nonlinear problems by linearized models
An outcome of a NSF grant received by Dr. John Y. Lee, Department of Education and Director of Urban Teacher Education, is that STEM (Science, Technology, Engineering,
Technische Hochschule Eidgenossische
On the construction of stable curvilinear p version elements for mixed formulations of elasticity and Stoke's ow.
UNIFORM hp CONVERGENCE RESULTS FOR THE MORTAR FINITE ELEMENT METHOD \Lambda
