Splitting and Admissible Topologies Defined on the Set of Continuous Functions Between Bitopological Spaces

Abstract

In this paper, p-splitting, p-admissible, s-splitting and s-admissible topologies on the sets p−C(Y, Z) and s−C(Y, Z) are defined and their properties explored. exponential functions are introduced in function spaces and s-splitting and s-admissible topologies defined on s-C(Y, Z) compared using these mappings.