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An Inexact Parameterized Newton Method for B-Differentiable Equations

An Inexact Parameterized Newton Method for B Differentiable Equations
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摘要 In this paper, we establish an inexact parameterized Newton method for solving the B differentiable equations. By introducing a new concept, we prove the local and large range convergence of the method under some weaker assumptions. We have conducted some numerical experiments. The numerical results show that the method is effective. In this paper, we establish an inexact parameterized Newton method for solving the B differentiable equations. By introducing a new concept, we prove the local and large range convergence of the method under some weaker assumptions. We have conducted some numerical experiments. The numerical results show that the method is effective.
出处 《Advances in Manufacturing》 SCIE CAS 1998年第2期16-23,共8页 先进制造进展(英文版)
关键词 nonsmooth equations nonlinear complementarity problem Newton method nonsmooth equations, nonlinear complementarity problem, Newton method
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