Lipschitz拟伪压缩映像族的具误差的收缩投影算法

Shrinking Projection Methods with Errors for a Family of Lipschitz Quasi-pseudo-contractions

在Hilbert空间框架下,提出了一种关于Lipschitz拟伪压缩映像族的公共不动点的具误差的收缩投影算法,并运用该算法证明了其公共不动点的强收敛定理.

The purpose is to study the shrinking projection methods with errors for a family of Lipschitz quasi-pseudo-contractions.Then,we proved a strong convergence theorem for common fixed points by using the proposed projection algorithms in the framework of Hilbert spaces.