Title of article
An Explicit Midpoint Algorithm for Nonexpansive Semigroup in smooth Banach Spaces
Author/Authors
Sahebi, Hamid Reza Department of Mathematics - Islamic Azad university Ashtian Branch, Ashtian, Iran , Fulga, Andreea Department of Mathematics and Computer Science - Faculty of Mathematics and Computer Science - Universitatea Transilvania Brasov, Brasov, Romania
Pages
13
From page
127
To page
139
Abstract
In this paper, we consider “Nearest points” and “Farthest points” in normed linear
spaces. For normed space (X, ∥.∥), the set W ⊆ X, we define Pg, Fg,Rg where g ∈ W.
We obtion results about on Pg, Fg,Rg. We find new results on Chebyshev centers in normed
spaces. In finally we define remotal center in normed spaces.
Keywords
Chebyshev centers , Remotal centers , Nearest points , Farthest points
Journal title
Theory of Approximation and Applications
Serial Year
2021
Record number
2725024
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