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- Title
A HALPERN TYPE ITERATION WITH MULTIPLE ANCHOR POINTS IN COMPLETE GEODESIC SPACES WITH NEGATIVE CURVATURE.
- Authors
YASUNORI KIMURA; KAZUYA SASAKI
- Abstract
In this paper, we define a new convex combination on a geodesic space with negative curvature, and show that an iterative sequence generated by using that convex combination converges to a common fixed point of mappings minimizing the specific function of that space.
- Subjects
GEODESIC spaces; CURVATURE; SEQUENCE spaces; FUNCTION spaces; ANCHORS
- Publication
Fixed Point Theory, 2020, Vol 21, Issue 2, p631
- ISSN
1583-5022
- Publication type
Article
- DOI
10.24193/fpt-ro.2020.2.44