- A POSTERIORI ERROR ESTIMATES BASED ON HIERARCHICAL BASES \Lambda
- THE HIERARCHICAL BASIS MULTIGRID METHOD AND INCOMPLETE LU DECOMPOSITION
- A NEW PARADIGM FOR PARALLEL ADAPTIVE MESHING ALGORITHMS RANDOLPH E. BANK AND MICHAEL HOLST y
- Adaptive Algorithms and A Pos teriori Error Estimates on Parti
- AN ALGEBRAIC MULTILEVEL MULTIGRAPH ALGORITHM RANDOLPH E. BANK AND R. KENT SMITH y
- ASYMPTOTICALLY EXACT A POSTERIORI ERROR ESTIMATORS, PART II: GENERAL UNSTRUCTURED GRIDS
- A NEW PARADIGM FOR PARALLEL ADAPTIVE MESHING ALGORITHMS
- ANALYSIS OF SOME MOVING SPACETIME FINITE ELEMENT METHODS \Lambda
- MESH SMOOTHING USING A POSTERIORI ERROR ESTIMATES RANDOLPH E. BANK \Lambda AND R. KENT SMITH y
- A CLASS OF ITERATIVE METHODS FOR SOLVING SADDLE POINT PROBLEMS
- Hierarchical Basis for the ConvectionDiffusion Equation on
- SOME ERROR ESTIMATES FOR THE BOX METHOD RANDOLPH E. BANK y AND DONALD J. ROSE z
- Compatible Coarsening in the Multigraph Randolph E. Bank
- STEPSIZE SELECTION IN CONTINUATION PROCEDURES AND DAMPED NEWTON'S METHOD
- A New Parallel Domain Decomposition Preconditioner II: Generalization to a MeshFree
- SOME REFINEMENT ALGORITHMS AND DATA STRUCTURES FOR REGULAR LOCAL MESH REFINEMENT \Lambda
- Interior Methods For a Class of Elliptic Variational Inequalities
- AN ALGORITHM FOR COARSENING UNSTRUCTURED MESHES RANDOLPH E. BANK \Lambda AND JINCHAO XU y
- DDM Preprint Editors: editor1, editor2, editor3, editor4 c
- SIAM J. NUMER. ANAL. c 2007 Society for Industrial and Applied Mathematics Vol. 00, No. 0, pp. 115
- A New Parallel Domain Decomposition Preconditioner I: Application with an Adaptive
- Acta Numerica (1997), pp. 1--000 Hierarchical Bases and the Finite Element
- ANALYSIS OF A MULTILEVEL ITERATIVE METHOD FOR NONLINEAR FINITE ELEMENT EQUATIONS
- Multilevel ILU Decomposition Randolph E. Bank ?;1 and Christian Wagner ??;1;2
- A Simple Analysis of Some A Posteriori Error Estimates Randolph E. Bank a;1
- AN ANALYSIS OF THE COMPOSITE STEP BICONJUGATE GRADIENT METHOD
- THE HIERARCHICAL BASIS MULTIGRID METHOD FOR CONVECTIONDIFFUSION EQUATIONS
- AN EFFICIENT IMPLEMENTATION FOR SSOR AND INCOMPLETE FACTORIZATION PRECONDITIONINGS \Lambda
- A New Parallel Domain Decomposition Method for the Adaptive Finite Element Solution of Elliptic Partial Di erential Equations
- ON THE CONDITIONING OF FINITE ELEMENT EQUATIONS WITH HIGHLY REFINED MESHES \Lambda
- MESH QUALITY CONTROL FOR INDUSTRIAL NAVIERSTOKES PROBLEMS VIA A POSTERIORI ERROR ESTIMATES
- SOME A POSTERIORI ERROR ESTIMATORS FOR ELLIPTIC PARTIAL DIFFERENTIAL EQUATIONS
- SHARP ESTIMATES FOR MULTIGRID RATES OF CONVERGENCE WITH GENERAL SMOOTHING AND ACCELERATION
- Computing and Visualization in Science manuscript No. (will be inserted by the editor)
- A DOMAIN DECOMPOSITION SOLVER FOR A PARALLEL ADAPTIVE MESHING PARADIGM
- DUAL FUNCTIONS FOR A PARALLEL ADAPTIVE METHOD RANDOLPH E. BANK AND JEFFREY S. OVALL
- A Domain Decomposition Solver for a Parallel Adaptive Meshing Paradigm
- Users' Guide 1.0 Randolph E. Bank
- A Software Package for Solving Elliptic Partial
- SOME UPWINDING TECHNIQUES FOR FINITE ELEMENT APPROXIMATIONS OF CONVECTIONDIFFUSION EQUATIONS
- The generalized hierarchical basis twolevel method for the convectiondiffusion equation
- GENERAL SPARSE ELIMINATION REQUIRES NO PERMANENT INTEGER STORAGE \Lambda
- A POSTERIORI ERROR ESTIMATES FOR THE STOKES PROBLEM RANDOLPH E. BANK y AND BRUNO D. WELFERT z
- ASYMPTOTICALLY EXACT A POSTERIORI ERROR ESTIMATORS, PART I: GRIDS WITH SUPERCONVERGENCE
- THE FINITE VOLUME SCHARFETTERGUMMEL METHOD FOR STEADY CONVECTION DIFFUSION EQUATIONS
- Computing and Visualization in Science manuscript No. (will be inserted by the editor)
- A Weakly Overlapping Domain Decomposition Preconditioner for the Finite Element Solution of Elliptic Partial Di erential Equations
- ANALYSIS OF A TWOLEVEL SCHEME FOR SOLVING FINITE ELEMENT EQUATIONS \Lambda
- ON THE COMPLEXITY OF SPARSE GAUSSIAN ELIMINATION VIA BORDERING \Lambda
- Randolph E. Bank 1 Todd F. Dupont 2 Harry Yserentant 3
- THE INCOMPLETE FACTORIZATION MULTIGRAPH ALGORITHM RANDOLPH E. BANK \Lambda AND R. KENT SMITH y
- GLOBAL APPROXIMATE NEWTON METHODS \Lambda RANDOLPH E. BANK y AND DONALD J. ROSE z
- SYMMETRIC ERROR ESTIMATES FOR MOVING MESH MIXED METHODS FOR ADVECTION-DIFFUSION EQUATIONS
- Department of Mathematics UC San Diego, La Jolla California
- GENERAL SPARSE ELIMINATION REQUIRES NO PERMANENT INTEGER STORAGE
- AN ANALYSIS OF THE COMPOSITE STEP BICONJUGATE GRADIENT METHOD
- Department of Mathematics UC San Diego, La Jolla California
