Common Fixed Points Under Generalized Contractive Conditions in Convex Metric Spaces

Key Points

• The aim is to explore convergence for fixed point iterations involving specific contractive operators.
• Investigated Akram-Jungck and MJ type contractive operators
• Utilized Jungck-Schaefer-like iterative techniques
• Applied results to optimization problems
• Established convergence to the unique common fixed point
• Demonstrated effectiveness of generalized contractive conditions in convex metric spaces

Abstract