A correction to my paper "Alternating Direction Iteration for Mildly Nonlinear Elliptic Difference Equations". J. jr. DOUGLAS Numerische Mathematik
A Numerical Method for the Solution of a Parabolic System. J. jr. DOUGLAS — 1960 Numerische Mathematik
Alternating direction iteration for mildly nonlinear elliptic difference equations. J. jr. DOUGLAS — 1961 Numerische Mathematik
A Family of Higher Order Mixed Finite Element Methods for Plane Elasticity. D.N. Arnold; J., Jr. Douglas; ... — 1984 Numerische Mathematik
A parallel iterative procedure applicable to the approximate solution of second order partial differential equations by mixed finite element methods. J., Jr. Douglas; P.J., ... Paes Leme — 1993 Numerische Mathematik
Superconvergence for a Mixed Finite Element Method for Elastic Wave Propagation in a Plane Domain. J., Jr. Douglas; Chaitan P. Gupta — 1986 Numerische Mathematik
On Convergence of Alternating Direction Procedures in the Presence of Singular Operators. J. JR. DOUGLAS; C.M. PEARCY — 1963 Numerische Mathematik
Numerical Methods for Integro-Differential Equations of Parabolic and Hyperbolic Types. J. jr. DOUGLAS; B.F. jr. JONES Numerische Mathematik
A General Formulation of Alternating Direction Methods. Part I. Parabolic and Hyperbolic Problems. J. jr. DOUGLAS; J.E. GUNN — 1964 Numerische Mathematik
Galerkin Approximations for the Two Point Boundary Problem Using Continuous, Piecewise Polynomial Spaces. J. jr. Douglas; T. Dupont — 1974 Numerische Mathematik
Mixed Finite Elements for Second Order Elliptic Problems in Three Variables. F. Brezzi; J., Jr. Douglas; R. Durán — 1987 Numerische Mathematik
Two Families of Mixed Finite Elements for Second Order Elliptic Problems. F. Brezzi; J., Jr. Douglas; L.D. Marini — 1985 Numerische Mathematik
The Stability in Lq of the L2-Projection into Finite Element Function Spaces. J. jr. Douglas; T. Dupont; L. Wahlbin Numerische Mathematik
Interior and superconvergence estimates for mixed methods for second order elliptic problems Jr. J. Douglas; F. A. Milner — 1985 ESAIM: Mathematical Modelling and Numerical Analysis - Modélisation Mathématique et Analyse Numérique