David R. Kincaid

发表

An overview of NSPCG: A nonsymmetric preconditioned conjugate gradient package

Thomas C. Oppe, Wayne D. Joubert, David R. Kincaid, 1989 .

An introduction to the NSPCG software package

Thomas C. Oppe, Wayne D. Joubert, David R. Kincaid, 1989 .

Adapting iterative algorithms for solving large sparse linear systems for efficient use on the CDC CYBER 205

David R. Kincaid, David M. Young, 1984 .

Linear Algebra: Theory and Applications

David R. Kincaid, Ward Cheney, W. Cheney, 2010 .

A parallel algorithm for the general LU factorization

Thomas C. Oppe, David R. Kincaid, 1988 .

The performance of ITPACK on vector computers for solving large sparse linear systems arising in sample oil reseervoir simulation problems

Thomas C. Oppe, David R. Kincaid, D. Kincaid, 1987 .

Some parallel algorithms on the four processor Cray X-MP4 supercomputer

Thomas C. Oppe, David R. Kincaid, 1989 .

Numerical experiments with a parallel conjugate gradient method

Thomas C. Oppe, David R. Kincaid, 1987 .

Preface

Owe Axelsson, David R. Kincaid, O. Axelsson, 2010, Numer. Linear Algebra Appl..

The use of iterative methods for solving large sparse PDE-related linear systems

David R. Kincaid, Roger G. Grimes, David M. Young, 1979 .

A Tutorial on Finite-Difference Methods and Ordering of Mesh Points

David R. Kincaid, David M. Young, D. Young, 1986, FJCC.

Numerical Computation Using C (Robert Glassey)

David R. Kincaid, 1994, SIAM Rev..

Recent vectorization and parallelization of ITPACKV

Thomas C. Oppe, David R. Kincaid, D. Kincaid, 1991 .

More on Generalizations and Modifications of Iterative Methods for Solving Large Sparse Indefinite Linear Systems

David R. Kincaid, Jen-Yuan Chen, Yu-Chien Li, 2014, J. Appl. Math..

The life and times of Dr David M. Young, Jr

David R. Kincaid, Richard S. Varga, Charles H. Warlick, 2010, Numer. Linear Algebra Appl..

ADAPTING ITERATIVE ALGORITHMS DEVELOPED FOR SYMMETRIC SYSTEMS TO NONSYMMETRIC SYSTEMS11Work was supported in part by National Science Foundation Grant MCS76-03141 at The University of Texas at Austin.

David R. Kincaid, David M. Young, 1981 .

ITPACK - Adaptive Iterative Algorithms Using Symetric Sparse Storage

David R. Kincaid, Roger G. Grimes, David M. Young, 1979 .

Basic linear algebra subprograms for FORTRAN usage. [BLAS, in FORTRAN and assembly language for IBM 360/67, CDC 6600 and 7600, and Univac 1108]

David R. Kincaid, Charles L. Lawson, Fred T. Krogh, 1977 .

Itpack on supercomputers

Thomas C. Oppe, David R. Kincaid, 1983 .

A Generalized GMRES Iterative Method

David R. Kincaid, David M. Young, Jen-Yuan Chen, 2000, NAA.

The development of a computer package for solving a class of partial differential equations by iterative methods

David R. Kincaid, David M. Young, D. Young, 1975 .

Celebrating Fifty Years of David M. Young’s Successive Overrelaxation Method

David R. Kincaid, 2004 .

Numerical analysis: mathematics of scientific computing (2nd ed)

David R. Kincaid, Ward Cheney, W. Cheney, 1996 .

ITPACK Report: Numerical Studies of Several Adaptive Iterative Algorithms,

David R. Kincaid, Roger G. Grimes, 1977 .

Algorithm 586: ITPACK 2C: A FORTRAN Package for Solving Large Sparse Linear Systems by Adaptive Accelerated Iterative Methods

David R. Kincaid, David M. Young, John R. Respess, 1982, TOMS.

Generalizations and modifications of the GMRES iterative method

David R. Kincaid, David M. Young, Jen-Yuan Chen, 1999, Numerical Algorithms.

A variant of Newton's method based on Simpson's three-eighths rule for nonlinear equations

David R. Kincaid, Jen-Yuan Chen, Bei-Ru Lin, 2018, Appl. Math. Lett..

NSPCG (Nonsymmetric Preconditioned Conjugate Gradient) user's guide: Version 1. 0: A package for solving large sparse linear systems by various iterative methods

Thomas C. Oppe, Wayne D. Joubert, David R. Kincaid, 1988 .

Adapting ITPACK routines for use on a vector computer

Thomas C. Oppe, David R. Kincaid, David M. Young, 1982 .

ITPACK Solution Modules

Thomas C. Oppe, David R. Kincaid, David M. Young, 1985 .

ITPACKV 2D user's guide

Thomas C. Oppe, David R. Kincaid, David M. Young, 1989 .

A Bibliography of Publications of David R. Kincaid

David R. Kincaid, D. Kincaid, 2014 .

A Cray T3D Performance Study

David R. Kincaid, Asha Nallana, 1996, WNAA.

Vectorized iterative methods for partial differential equations

Thomas C. Oppe, David R. Kincaid, David M. Young, 1986 .

A class of norms of iterative methods for solving systems of linear equations

David R. Kincaid, 1972 .

Stationary second-degree iterative methods

David R. Kincaid, 1994 .

The Modified Successive Overrelaxation Method with Fixed Parameters

David R. Kincaid, David M. Young, 1972 .

A brief review of the ITPACK project

David R. Kincaid, David M. Young, D. Young, 1988 .

Análisis numérico: las matemáticas del cálculo científico

David R. Kincaid, Ward Cheney, Hans Luis Fetter Nathanksy, 1994 .

On Complex Second-Degree Iterative Methods

David R. Kincaid, D. Kincaid, 1974 .

On the Odir iterative method for non‐symmetric indefinite linear systems

Anthony T. Chronopoulos, David R. Kincaid, 2001 .

Linear stationary second-degree methods for the solution of large linear systems

David R. Kincaid, David M. Young, 1990 .

Norms of the successive overrelaxation method

David R. Kincaid, 1972 .

LU-decomposition with iterative refinement for solving sparse linear systems

David R. Kincaid, Ahmad Al-Kurdi, 2006 .

A new class of parallel alternating-type iterative methods

David R. Kincaid, David M. Young, 1996 .

Numerical Methods and Computing

David R. Kincaid, Ward Cheney, T. J. Randall, 1981, The Mathematical Gazette.

Rainfall Effects on Soil Surface Characteristics Following Range Improvement Treatments.

David R. Kincaid, Gerald Williams, 1966 .

Algorithms of Solving Large Sparse Underdetermined Linear Systems with Embedded Network Structure

David R. Kincaid, Minghorng Lai, Ludmila A. Pilipchuk, 2002 .

NORMS OF THE SUCCESSIVE OVERRELAXATION METHOD AND RELATED METHODS.

David R. Kincaid, David M. Young, 1969 .