All Stories

  1. Applying Iterated Function Systems in Waste Recycling Processes by Identifying Fractal-like Patterns in Material Decomposition
  2. On Contraction Principles in Product Spaces and Applications in Iterated Function Systems
  3. On k-Fuzzy Contraction Principles with Applications
  4. Applications and Theoretical Foundations of Best Proximity Points in Generalized Interpolative Proximal Contractions
  5. The Ordered Implicit Relations: Fixed Point Problems and Applications
  6. Exploring Fuzzy Fixed Points of γ‐Fuzzy Contractions in b‐Metric Spaces
  7. On the best proximity point theorems for interpolative proximal contractions with applications
  8. Exploring Fixed-Point Theorems in k-Fuzzy Metric Spaces: A Comprehensive Study
  9. Novel results for two families of multivalued dominated mappings satisfying generalized nonlinear contractive inequalities and applications
  10. On orthogonal interpolative iterative mappings with applications in multiplicative calculus
  11. Existence results for the families of multi-mappings with applications to integral and functional equations
  12. Orbital b-metric spaces and related fixed point results on advanced Nashine–Wardowski–Feng–Liu type contractions with applications
  13. On the Iterative Multivalued ⊥-Preserving Mappings and an Application to Fractional Differential Equation
  14. On a common fixed point theorem in vector-valued $ b $-metric spaces: Its consequences and application
  15. On the Perov's type $ (\beta, F) $-contraction principle and an application to delay integro-differential problem
  16. The (ψ,φ)-orthogonal interpolative contractions and an application to fractional differential equations
  17. A new approach to generalized interpolative proximal contractions in non archimedean fuzzy metric spaces
  18. Existence of Common Fixed Points of Generalized ∆-Implicit Locally Contractive Mappings on Closed Ball in Multiplicative G-Metric Spaces with Applications
  19. Existence of Common Fixed Points of Generalized ∆-Implicit Locally Contractive Mappings on Closed Ball in Multiplicative G-metric Spaces with Applications
  20. Best Proximity Point Theorems for the Generalized Fuzzy Interpolative Proximal Contractions
  21. Orbital b-Metric Spaces and Related Fixed Point Results on Advanced Nashine-Wardowski-Feng-Liu Type Contractions with Applications
  22. Fixed Point and Homotopy Methods in Cone A-Metric Spaces and Application to the Existence of Solutions to Urysohn Integral Equation
  23. Existence theorems for (Ψ,Φ)-orthogonal interpolative contractions and an application to fractional differential equations
  24. Existence fixed-point theorems in the partial $ b $-metric spaces and an application to the boundary value problem
  25. Hybrid pair of multivalued mappings in modular-like metric spaces and applications
  26. Remarks on the generalized interpolative contractions and some fixed-point theorems with application
  27. The ordered implicit relations and related fixed point problems in the cone $ b $-metric spaces
  28. Generalized Interpolative Contractions and an Application
  29. Some variants of Wardowski fixed point theorem
  30. Common Fixed-Point Theorems in the Partial b -Metric Spaces and an Application to the System of Boundary Value Problems
  31. The Existence of Fixed Points for a Different Type of Contractions on Partial b-Metric Spaces
  32. Results on fixed circles and discs for $L_{ (\omega,C ) }$-contractions and related applications
  33. Fixed point problems for generalized contractions with applications
  34. Existence Theorems on Advanced Contractions with Applications
  35. Nonlinear inequalities and related fixed point problems
  36. Some Existence Results for a System of Nonlinear Fractional Differential Equations
  37. Fixed Point Problems in Cone Rectangular Metric Spaces with Applications
  38. On Jc‐contraction and related fixed‐point problem with applications
  39. Some results in cone metric spaces with applications in homotopy theory
  40. Fixed Point Results for Dualistic Contractions with an Application
  41. On a fixed point theorem with application to functional equations
  42. Fixed point theorems for weakly beta-admissible pair of F-contractions with application
  43. On some problems regarding set valued (α,ψ)-F-contractions
  44. F-Metric, F-Contraction and Common Fixed-Point Theorems with Applications
  45. On (Λ,Υ,ℜ)-Contractions and Applications to Nonlinear Matrix Equations
  46. Existence of Fixed Points of Four Maps for a New Generalized F-Contraction and an Application
  47. Some fixed point results in ordered dualistic partial metric spaces
  48. Coincidence and common fixed point theorems for four mappings satisfying (αs, F)-contraction
  49. Coincidence and common fixed point theorems for four mappings satisfying (αs, F)-contraction
  50. Fixed points of (α ,ψ )-contractions in Hausdorff partial metric spaces
  51. Fixed Point Theorems for Generalized αs-ψ-Contractions with Applications
  52. This is about fixed point theorems subject to nonlinear contractions
  53. ON COMMON FIXED POINTS THEOREMS FOR ORDERED $F$-CONTRACTIONS WITH APPLICATION
  54. Common fixed points of generalized rational contractions on a closed ball in partial metric spaces
  55. Existence of common fixed points of improved F-contraction on partial metric spaces
  56. New type of multivalued F-contraction involving fixed points on closed ball
  57. Common Fixed Points of Four Maps SatisfyingF-Contraction onb-Metric Spaces
  58. Fixed Point Theorems for Chatterjea Type F-Contraction on Closed Ball
  59. On Convex Structures in Pseudo Metric Spaces and Fixed Point Theorems
  60. Some Common Fixed Points of Generalized Contractive Mappings on Complex Valued Metric Spaces
  61. Some fixed point results for dual contractions of rational type
  62. Some fixed point results for dualistic rational contractions
  63. Two new types of fixed point theorems for F-contraction
  64. FIXED POINT THEOREMS IN ORDERED DUALISTIC PARTIAL METRIC SPACES
  65. Fixed point theorems for improved α -Geraghty contractions in partial metric spaces
  66. On a Fixed Point Theorem with Application to Integral Equations