Hilbert空间中k-严格拟伪压缩映像有限族公共不动点的迭代算法

Iteration Methods for Fixed Point of Common Family of Strict Quasi-pseudocontractive Mapping in Hilbert Spaces

给出了Hilbert空间中k-严格拟伪压缩映像有限族公共不动点的一个杂交投影算法,将k-严格拟伪压缩映像有限族转换为拟非扩张映像,使用算子的连续性,证明了一个强收敛定理.

The iteration methods for fixed point of common family of strictly quasi-pseudocontractive mapping in Hilbert spaces is modified,then strict quasi-pseudocontractive mapping is converted to quasi-nonexpansive mappings,and using operators continuity,a strong convergence theorem is proved.