A General Iterative Algorithm with Strongly Positive Operators for Strict Pseudo-Contractions

الملخص EN

This paper deals with a new iterative algorithm {xn} with a strongly positive operator A for a k-strict pseudo-contraction T and a non-self-Lipschitzian mapping S in Hilbert spaces.

Under certain appropriate conditions, the sequence {xn} converges strongly to a fixed point of T, which solves some variational inequality.

The results here improve and extend some recent related results.