FIXED POINT THEOREMS FOR SUBSEQUENTIALLY MULTI-VALUED F_\delta -CONTRACTIONS IN METRIC SPACES

The aim of this paper is to prove common fixed point theorems for multivalued contraction of Wordowski type, by using the concept of subsequential continuity in the setting of set valued context contractions with compatibility. We have also given an example and an application to integral inclusions of Fredholm type to support our results.

• common fixed point theorems
• multivalued contractions
• set-valued mappings
• metric spaces
• integral inclusions
• Fredholm integral equations

• Fixed Point Theorems Analysis
• Functional Equations Stability Results
• Approximation Theory and Sequence Spaces
• common fixed point theorems
• multivalued contractions
• set-valued mappings
• metric spaces
• integral inclusions
• Fredholm integral equations
• Geometry and Topology
• Applied Mathematics
• Statistics and Probability
• Mathematics