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A novel fixed point theorem for the k-Meir-Keeler function


Mona Nabiei
Taha G Ezzati

Abstract

Generalized Meir-Keeler functions are introduced that contain a class of weakly uniformly strict contraction maps. A theorem is proven that assures the existence of a xed point for the closed k-Meir-Keeler functions and provides a con-structive method to nd the points. An advantage of the method is that it is possible to show the existence of a xed point for functions with domains that are neither complete nor closed.


Journal Identifiers


eISSN: 1727-933X
print ISSN: 1607-3606