All Stories

  1. Some results in cone metric spaces with applications in homotopy theory
  2. On a fixed point theorem with application to functional equations
  3. Fixed point theorems for weakly beta-admissible pair of F-contractions with application
  4. On some problems regarding set valued (α,ψ)-F-contractions
  5. F-Metric, F-Contraction and Common Fixed-Point Theorems with Applications
  6. On (Λ,Υ,ℜ)-Contractions and Applications to Nonlinear Matrix Equations
  7. Existence of Fixed Points of Four Maps for a New Generalized F-Contraction and an Application
  8. Some fixed point results in ordered dualistic partial metric spaces
  9. Coincidence and common fixed point theorems for four mappings satisfying (αs, F)-contraction
  10. Coincidence and common fixed point theorems for four mappings satisfying (αs, F)-contraction
  11. Fixed points of (α ,ψ )-contractions in Hausdorff partial metric spaces
  12. This is about fixed point theorems subject to nonlinear contractions
  13. ON COMMON FIXED POINTS THEOREMS FOR ORDERED $F$-CONTRACTIONS WITH APPLICATION
  14. Common fixed points of generalized rational contractions on a closed ball in partial metric spaces
  15. Existence of common fixed points of improved F-contraction on partial metric spaces
  16. New type of multivalued F-contraction involving fixed points on closed ball
  17. Common Fixed Points of Four Maps SatisfyingF-Contraction onb-Metric Spaces
  18. Fixed Point Theorems for Chatterjea Type F-Contraction on Closed Ball
  19. On Convex Structures in Pseudo Metric Spaces and Fixed Point Theorems
  20. Some Common Fixed Points of Generalized Contractive Mappings on Complex Valued Metric Spaces
  21. Some fixed point results for dual contractions of rational type
  22. Some fixed point results for dualistic rational contractions
  23. Two new types of fixed point theorems for F-contraction
  24. FIXED POINT THEOREMS IN ORDERED DUALISTIC PARTIAL METRIC SPACES
  25. Fixed point theorems for improved α -Geraghty contractions in partial metric spaces
  26. On a Fixed Point Theorem with Application to Integral Equations