All Stories

  1. Fundamental contractions in suprametric spaces
  2. Unveiling fractional-order dynamics: A new method for analyzing Rössler Chaos
  3. A novel Ćirić–Reich–Rus fixed point approach for the existence and uniqueness criterion of a fractional-order Aizawa chaotic system
  4. A Graphical Suprametric Approach to Dynamic Market Structures
  5. A simple interpolative contraction approach for analyzing existence and uniqueness of solutions in the fractional-order King Cobra model
  6. Controlled proximal contractions with an application to a class of integral equations
  7. Fractional order Lorenz dynamics: investigating existence and uniqueness via basic contraction
  8. Analyzing Helmholtz phenomena for mixed boundary values via graphically controlled contractions
  9. Some Novel Proximal Point Results and Applications
  10. A fixed point analysis of fractional dynamics of heat transfer in chaotic fluid layers
  11. A novel approach to the convergence analysis of chaotic dynamics in fractional order Chua’s attractor model employing fixed points
  12. Characterization of extremal graphs for geometric-arithmetic index with given cut vertices and correlation with eigenvalues
  13. Mathematical Modeling of Fractals via Proximal F-Iterated Function Systems
  14. Analyzing the Chaotic Dynamics of a Fractional-Order Dadras–Momeni System Using Relaxed Contractions
  15. Proximal Contractions for Multivalued Mappings with an Application to 2D Volterra Integral Equations
  16. Some Results on Multivalued Proximal Contractions with Application to Integral Equation
  17. Analysis of Caputo-Type Non-Linear Fractional Differential Equations and Their Ulam–Hyers Stability
  18. \'C}iri{\'c} Contraction with Graphical Structure of Bipolar Metric Spaces and Related Fixed Point Theorems
  19. BEST PROXIMITY POINTS FOR MULTIVALUED MAPPINGS AND EQUATION OF MOTION
  20. Nonunique Fixed‐Point Results in a General Setting with an Application
  21. Novel Fuzzy Contractions and Applications to Engineering Science
  22. Convergence results based on graph-Reich contraction in fuzzy metric spaces with application
  23. Computation and convergence of fixed points in graphical spaces with an application to elastic beam deformations
  24. Bipolar b-Metric Spaces in Graph Setting and Related Fixed Points
  25. Some critical remarks on recent results concerning $\digamma-$contractions in $b$-metric spaces
  26. A unique approach to graph-based metric spaces with an application to rocket ascension
  27. Revised algorithm for finding a common solution of variational inclusion and fixed point problems
  28. A STUDY ON THE SOLUTIONS OF NOTABLE ENGINEERING MODELS
  29. Some critical remarks on “Some new fixed point results in rectangular metric spaces with an application to fractional-order functional differential equations”
  30. Double Controlled Partial Metric Type Spaces and Convergence Results
  31. A fixed point approach for tuning circuit problem in dislocated b ‐metric spaces
  32. Revisiting graphical rectangular b-metric spaces
  33. On the existence of the solution of Hammerstein integral equations and fractional differential equations
  34. Graphical structure of extended b-metric spaces: an application to the transverse oscillations of a homogeneous bar
  35. Revisiting and revamping some novel results in F-metric spaces
  36. Some new observations on fixed point results in rectangular metric spaces with applications to chemical sciences
  37. Modified Viscosity Subgradient Extragradient-Like Algorithms for Solving Monotone Variational Inequalities Problems
  38. Convergence theorems for generalized contractions and applications
  39. Applications of Graph Kannan Mappings to the Damped Spring-Mass System and Deformation of an Elastic Beam
  40. A novel approach of graphical rectangular b-metric spaces with an application to the vibrations of a vertical heavy hanging cable
  41. Solving Existence Problems via F-Reich Contraction
  42. Existence of Nonlinear Problems: An Applicative and Computational Approach
  43. Results on contractions of Reich type in graphical b-metric spaces with applications