Article 10.26855/jamc.2018.12.003
A New Approach Comparison of the Farthest Point Map in Fuzzy and Classic N-Normed Spaces with Examples
Muhammed Recai TÜRKMEN1,*, Hakan EFE2
1Department of Mathematics, Afyon Kocatepe University, 03200 Afyonkarahisar, Turkey
2Depatment of Mathematics, Faculty of Science, Gazi University, 06500 Teknikokullar Ankara, Turkey
*Corresponding author: Muhammed Recai TÜRKMEN
Email: mrtmath@gmail.com
Published: December 13,2018
Abstract
In this paper, we have studied comparison of the farthest point
map in different normed spaces with examples. First of all, we have given some definitions and theorems. Then we have compared with examples
using the definitions we gave earlier and we show that the farthest point maps
and farthest point sets are equal in different normed spaces.
How to cite this paper
A New Approach Comparison of the Farthest Point Map in Fuzzy and Classic N-Normed Spaces with Examples
How to cite this paper: TÜRKMEN, M.R., EFE, H. (2018) A New Approach Comparison of The Farthest Point Map in Fuzzy and Classic N-Normed Spaces with Examples. Journal of Applied Mathematics and Computation, 2(12), 557-567.
DOI: 10.26855/jamc.2018.12.003