A General Iterative Algorithm with Strongly Positive Operators for Strict Pseudo-Contractions
Keyword(s):
This paper deals with a new iterative algorithm{xn}with a strongly positive operatorAfor ak-strict pseudo-contractionTand a non-self-Lipschitzian mappingSin Hilbert spaces. Under certain appropriate conditions, the sequence{xn}converges strongly to a fixed point ofT, which solves some variational inequality. The results here improve and extend some recent related results.
New iterative algorithm for variational inequality problem and fixed point problem in Hilbert spaces
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