一类非线性发展方程解的迭代逼近

Iterative Approximation of Solutions for a class of Nonlinear Evolution Equations

研究了强增生算子或严格伪压缩算子的非线性发展方程 ,在某些条件下 ,其解的带误差 Ishikawa迭代逼近的收敛定理。该结果改进和推广了目前已有的结果。

On certain hypotheses,the convergence theorem of the Ishikawa iteration approximation with error is discussed for a class of nonlinear evolution equation involving strongly accretionary operators of strictly pseudocontractive mappings.The results improve and extend the use of all work at present,and correct mistake in Ding's paper[6].