Third International Conference on Applications of Mathematics to Nonlinear Sciences.
Electron. J. Diff. Eqns., conf. 27 (2024), pp. 13-26.

Title: Convergence theorems of implicit type iterations in geodesic  spaces with negative curvature

Authors: Yasunori Kimura (Toho Univ., Funabashi, Chiba, Japan)
             Kazuya Sasaki (Toho Univ., Funabashi, Chiba, Japan)
              Kakeru Torii (Japan)
 
Abstract: 
In this article, we prove convergence theorems of the implicit iterative 
methods in the sense of Browder type and Xu-Ori type with (-1)-convex 
combination in CAT(-1) spaces.

Published August 20, 2024.
Math Subject Classifications: 47H09.
Key Words: Geodesic space; convergence theorem;  $\Delta$-convergence; CAT(-1) space