FIXED POINT THEOREMS FOR A NEW CLASS OF NONLINEAR MAPPINGS IN HILBERT SPACES

Research

Title	FIXED POINT THEOREMS FOR A NEW CLASS OF NONLINEAR MAPPINGS IN HILBERT SPACES
Type	Presentation
Keywords	Hilbert space, nonexpansive mapping, fixed point theorem, hybrid mapping, Banach limit.
Year	2017
Researchers	Bayaz Daraby ، Hossein Piri ، Mostafa Ghasemi

Abstract

In this paper, we first consider a broad class of nonlinear mappings containing the class of (α,β)-generalized hybrid mappings in Hilbert spaces. Then, we deal with fixed point theorem for these nonlinear mappings.

Hossein Piri

Research

Abstract