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A CLASS OF NEW PARALLEL HYBRID ALGEBRAIC MULTILEVEL ITERATIONS 被引量:1

A CLASS OF NEW PARALLEL HYBRID ALGEBRAIC MULTILEVEL ITERATIONS
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摘要 Presents preconditioning matrices having parallel computing function for the coefficient matrix and a class of parallel hybrid algebraic multilevel iteration methods for solving linear equations. Solution to elliptic boundary value problem; Discussion on symmetric positive definite matrix; Computational complexities. Presents preconditioning matrices having parallel computing function for the coefficient matrix and a class of parallel hybrid algebraic multilevel iteration methods for solving linear equations. Solution to elliptic boundary value problem; Discussion on symmetric positive definite matrix; Computational complexities.
出处 《Journal of Computational Mathematics》 SCIE EI CSCD 2001年第6期651-672,共22页 计算数学(英文)
基金 Subsidized by the Special Funds for Major State Basic Research Projects G1999032803 and Suported bythe National Natural Scienc
关键词 elliptic boundary value problem system of linear equations symmetric positive definite matrix multilevel iteration parallel method elliptic boundary value problem system of linear equations symmetric positive definite matrix multilevel iteration parallel method
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  • 1O. Axelsson,P. S. Vassilevski.A survey of multilevel preconditioned iterative methods[J].BIT.1989(4) 被引量:1
  • 2O. Axclsson,P. S. Vassilevski.Algebraic multilevel preconditioning methods. I[J].Numerische Mathematik (-).1989(2-3) 被引量:1
  • 3Randolph E. Bank,Todd F. Dupont,Harry Yserentant.The hierarchical basis multigrid method[J].Numerische Mathematik.1988(4) 被引量:1
  • 4Harry Yserentant.On the multi-level splitting of finite element spaces[J].Numerische Mathematik.1986(4) 被引量:1

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