Function space topologies are investigated for the class of continuous multifunctions. Using
the notion of continuous convergence, splittingness and admissibility are discussed for the …

New families of uniformities are introduced on UC (X, Y), the class of uniformly continuous
mappings between X and Y, where (X, U) and (Y, V) are uniform spaces. Admissibility and …

Dual topologies for function space topologies between generalized topological spaces are
defined. The point-open topology, compact-open topology and (µ, ν)-topology on Cµ, ν (Y, Z) …

The notion of dual uniformity is introduced on UC (Y, Z), the uniform space of uniformly
continuous mappings between Y and Z, where (Y, V) and (Z, U) are two uniform spaces. It is …

Dual topology for the function space topologies for multifunctions are introduced and
investigated. It is found that a topology T on CM (Y, Z) is splitting (resp. admissible) if and …

Function space topologies are developed for EC (Y, Z), the class of equi-continuous
mappings from a topological space Y to a uniform space Z. Properties such as splittingness …

We introduce new types of covering properties in generalized topology, namely;-Menger
and-uniformly Menger spaces, and investigate their fundamental properties. To achieve this …

In function spaces, the set C (Y, Z) of continuous functions from the topological space Y to
the topological space Z is considered. Topologies are defined on this set to form the function …