2021•Journal of mathematical extension.Open access

Iterative approximation for generalized asymptotically $k$-strict pseudocontractive type mappings

Mousa Shahsavari, Abdolrahman Razani, Ghasem Abbasi

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Abstract

Here, the approximations of common fixed points of a new iterativeprocess for asymptotically k-strict pseudocontractive typemappings in Hilbert spaces are studied. Finally, some examples are presentedto indicate the validity of our iterations.

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What this paper is about

Here, the approximations of common fixed points of a new iterativeprocess for asymptotically k-strict pseudocontractive typemappings in Hilbert spaces are studied. Finally, some examples are presentedto indicate the validity of our iterations.

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Available abstract

Here, the approximations of common fixed points of a new iterativeprocess for asymptotically k-strict pseudocontractive typemappings in Hilbert spaces are studied. Finally, some examples are presentedto indicate the validity of our iterations.

Key concepts: Mathematics, Hilbert space, Fixed point, Applied mathematics, Type (biology), Pure mathematics, Discrete mathematics, Mathematical analysis

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