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ON CONVERGENCE OF ISHIKAWA ITERATION PROCEDURES WITH ERRORS
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作者 叶新涛 倪仁兴 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 2001年第1期105-120,共16页
The general results on convergence of the Ishikawa iteration procedures with errors for Lipschitzian φ strong pseudo contractions and nonlinear operator equations of φ strongly accretive type is established in arbit... The general results on convergence of the Ishikawa iteration procedures with errors for Lipschitzian φ strong pseudo contractions and nonlinear operator equations of φ strongly accretive type is established in arbitrary Banach spaces. As the direct applications, some stability results of the Ishikawa iteration methods for φ strong pseudo contractions and nonlinear operator equations of φ strongly accretive type are also given. Our results in this paper improve and extend the recent results due to Osilike and other authors. 展开更多
关键词 ON CONVERGENCE OF ishikawa iteration procedures WITH ERRORS
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