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SOLVING SYMMETRIC MONOTONE LINEAR VARIATIONAL INEQUALITIES BY SOME MODIFIED LEVITIN-POLYAK PROJECTION METHODS

SOLVING SYMMETRIC MONOTONE LINEAR VARIATIONAL INEQUALITIES BY SOME MODIFIED LEVITIN POLYAK PROJECTION METHODS
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摘要 Abstract Some modified Levitin Polyak projection methods are proposed in this paper for solving monotone linear variational inequalityx∈Ω,(x′-x) T(Hx+c)≤0,\ x′∈Ω.It is pointed out that there are similar methods for solving a general linear variational inequality. Abstract Some modified Levitin Polyak projection methods are proposed in this paper for solving monotone linear variational inequalityx∈Ω,(x′-x) T(Hx+c)≤0,\ x′∈Ω.It is pointed out that there are similar methods for solving a general linear variational inequality.
作者 GAO YI
出处 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 1998年第2期150-158,共9页 高校应用数学学报(英文版)(B辑)
关键词 Variational inequality projection mathod self-adaptive method keywords Variational inequality projection mathod self-adaptive method
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