Weak and Strong Convergence of an Iterative Algorithm for Lipschitz Pseudo-Contractive Maps in Hilbert Space



Let H be a real Hilbert space and K a nonempty, closed convex subset of H.Let T : K ! K be Lipschitz pseudo-contractive map with a nonempty xed points set. We introduce a modi ed Ishikawa iterative algorithm for Lipschitz pseudo-contractive maps and prove that our new iterative algorithm converges strongly to a xed point of T in real Hilbert space.

Get Full Work

Using this Service/Resources:
You are allowed to use the original model papers you will receive in the following ways:
1. As a source for additional understanding of the subject.
2. As a source for ideas for your own research work (if properly referenced).
3. For PROPER paraphrasing (see your university definition of plagiarism and acceptable paraphrase)
4. Direct citing (if referenced properly)
Thank you so much for your respect to the authors copyright.