In this paper first we give a weak convergence ergodic theorem for K-strictly pseudo-nonspreading and nonspreading mapping in Ishikawa iteration scheme, motivated by Kurokawa and Takahashi in9. Then we deal with a strong convergence theorem for nonspreading mappings in a Hilbert space. Our results improve and extend Kurokawa and Takahashi result.
Keywords
Fixed Point, k-Strictly Peseudo-Nonspreading Mapping, Nonspreading Mapping, Strong Convergence, Weak Convergence
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