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ON MONOTONE CONVERGENCE OF NONLINEARMULTISPLITTING RELAXATION METHODS
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作者 WANGDEREN BAIZHONGZHI 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 1994年第3期335-348,共14页
A class ofparallel nonlinear multisplitting AOR methods is set upby directly ltisplittingthe nonlinear mapping F:D C Rn、R”for solving the nonlinear system of equationsF(x)= 0.The different choices of the relaxati... A class ofparallel nonlinear multisplitting AOR methods is set upby directly ltisplittingthe nonlinear mapping F:D C Rn、R”for solving the nonlinear system of equationsF(x)= 0.The different choices of the relaxation par。ters c。 yield all the kn。n and a lotof new rel8Xatlon methods as well as a M of new relaxatlon parallel nonlinear multisplittingmethods.Thetwrvsided approximation properties and th IMuences on convergence Mmthe relaxatlon parameters about the new methods are shown,and the sufficient conditionsguaranteeing the methods to converge globally are discussed.FlnallL aht ofnumericalresultsshow that the methods are feasible and efficient. 展开更多
关键词 Nonlinear system of equations Nonlinear multlsplltting Monotonlcltys Global convergence.
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