含k-次增生算子方程的Ishikawa迭代解

The Ishikawa Iterative Solution of the Equation (1-k)x+Tx for a subaccretive Operator t

在任意实Banach空间中,研究当T为k-次增生算子时,非线性方程(1-k)x+Tx=f和x+Tx=f的Ishikawa迭代解.给出了强收敛定理,推广和改进了一些文献的相关结果.

we investigative the Ishikawa iterative solution of the nonlinear equation(1-k)x+Tx=f and x+Tx=f in arbitrary Banach space.Where T is a k-subaccretive Operator.We obtain a strong convergence theorem.These resultes improve and external some authors corresponding results.