A compact space X is said to have the NQ property if for every α-favorable space A and

every quasi-continuous function ϕ : A →Cp(X), there is a dense Gδ subset D of A such

that ϕ is norm continuous at each ...

Let f be a quasi-eontinuous function from a topological space B

to Cp(K), where K is a compact Hausdorff space. In this note we discuss about

conditions which imply continuity of f on a dense subset D of B ...

suitable conditions, every quasi-separately continuous mapping f : X×Y ! R

has the Namioka property. An illuminating example is also given....

We consider the question of preservation Baire and weakly Baire category under images and preimages of certain kind of functions. We will introduce a new class of functions which help us to improve some known results ...