一致L-Lipschitzian非自映象不动点的迭代逼近

Iterative Approximating of Fixed Points for Uniform L-Lipschitzian Nonself-mappings

在实Banach空间中,研究迭代序列x(n+1)=P[(1-αn)xn+αn(1/(n+1))∑ from j=1 to n+1 T(PT)^(j-1)yn],yn=P[(1-βn)xn+βn(1/(n+1))∑ from j=1 to n+1 T(PT)^(j-1)xn]在对参数适当限制条件下逼近一致L-Lipschitzian非自映象的不动点问题.

In this paper the iterative sequence is defined in real Banach space as follows： and the iterative sequence with appropration paramatersrestriction approximating to fixed points of uniform L - Lipschitzian nonseff-mapping is discussed.