A. Schatz

发表

Interior estimates for Ritz-Galerkin methods

A. H. Schatz, Joachim A. Nitsche, J. Nitsche, 1974 .

Maximum norm stability and error estimates in parabolic finite element equations

V. Thomée, L. Wahlbin, A. Schatz, 1980 .

On the finite element method for singularly perturbed reaction-diffusion problems in two and one dimensions

L. Wahlbin, A. Schatz, Byron Schatz, 1983 .

An observation concerning Ritz-Galerkin methods with indefinite bilinear forms

A. H. Schatz, A. Schatz, 1974 .

Interior maximum-norm estimates for finite element methods, part II

A. H. Schatz, L. Wahlbin, A. Schatz, 1995 .

Maximum norm estimates in the finite element method on plane polygonal domains. I

A. H. Schatz, L. Wahlbin, A. Schatz, 1978 .

On the quasi-optimality in _{∞} of the ¹-projection into finite element spaces

A. H. Schatz, L. Wahlbin, A. Schatz, 1982 .

A weak discrete maximum principle and stability of the finite element method in _{∞} on plane polygonal domains. I

A. H. Schatz, A. Schatz, 1980 .

Interior maximum-norm estimates for finite element methods, part II

L. Wahlbin, A. Schatz, 1995 .

Maximum Norm Estimates in the Finite Element Method on Plane Polygonal Domains . Part 1 By

L. Wahlbin, A. Schatz, 2010 .

Maximum norm estimates in the finite element method on plane polygonal domains. II. Refinements

A. H. Schatz, L. Wahlbin, A. Schatz, 1979 .

Crosswind Smear and Pointwise Errors in Streamline Diffusion Finite Element Methods

A. H. Schatz, Claes Johnson, L. Wahlbin, 1987 .

Some Convergence Estimates for Semidiscrete Galerkin Type Approximations for Parabolic Equations

Vidar Thomée, James H. Bramble, A. H. Schatz, 1977 .

On Positivity and Maximum-Norm Contractivity in Time Stepping Methods for Parabolic Equations

Vidar Thomée, Lars B. Wahlbin, Alfred H. Schatz, 2010, Comput. Methods Appl. Math..

Hölder estimates for Green’s functions on convex polyhedral domains and their applications to finite element methods

Jürgen Roßmann, Johnny Guzmán, Dmitriy Leykekhman, 2009, Numerische Mathematik.

Some new error estimates for Ritz-Galerkin methods with minimal regularity assumptions

Junping Wang, Alfred H. Schatz, Junping Wang, 1996, Math. Comput..

On the Quasi-Optimality in $L_\infty$ of the $\overset{\circ}{H}^1$-Projection into Finite Element Spaces*

A. H. Schatz, L. Wahlbin, A. Schatz, 1982 .

Best approximation property in the W1∞ norm for finite element methods on graded meshes

Lars B. Wahlbin, Alan Demlow, Dmitriy Leykekhman, 2011, Math. Comput..

Stability, analyticity, and almost best approximation in maximum norm for parabolic finite element equations

Vidar Thomée, A. H. Schatz, V. Thomée, 1998 .

On the local behavior of homeomorphic solutions of Beltrami’s equation

A. Schatz, 1968 .

Local energy estimates for the finite element method on sharply varying grids

Alan Demlow, Johnny Guzmán, Alfred H. Schatz, 2008, Math. Comput..

Some new error estimates for Ritz-Galerkin methods with minimal regularity assumptions

Junping Wang, A. Schatz, 1996, Math. Comput..

Rayleigh‐Ritz‐Galerkin methods for dirichlet's problem using subspaces without boundary conditions

J. Bramble, A. H. Schatz, A. Schatz, 1970 .

Pointwise Error Estimates and Asymptotic Error Expansion Inequalities for the Finite Element Method on Irregular Grids: Part II. Interior Estimates

Alfred H. Schatz, A. Schatz, 2000, SIAM J. Numer. Anal..

Pointwise error estimates and asymptotic error expansion inequalities for the finite element method on irregular grids: Part I. Global estimates

Alfred H. Schatz, A. Schatz, 1998, Math. Comput..

Maximum Norm Estimates in the Finite Element Method on Plane Polygonal Domains. Part

L. Wahlbin, A. Schatz, 2010 .

On Local Approximation Properties of L2-Projection on Spline-Subspaces†

J. Nitsche, A. Schatz, J Nitsche, 1972 .

Superconvergence in finite element methods and meshes that are locally symmetric with respect to a point

Ian H. Sloan, A. H. Schatz, I. Sloan, 1996 .