On Γα-Continuous FUNCTIONS

On Weakly $(\tau_1,\tau_2)$-continuous Functions

“…Popa and Noiri [15] introduced and investigated the notion of weakly M -continuous functions as functions from a set satisfying some minimal conditions into a set satisfying some minimal conditions. In 2008, Ekici et al [8] introduced a new class of functions called weakly λ-continuous functions which is weaker than λ-continuous functions and studied some fundamental properties of weakly λ-continuous functions. In [3], the present author introduced the concept of weakly ⋆-continuous functions and established the relationships between weak ⋆-continuity and θ(⋆)-continuity.…”

Weak (τ1, τ2)-Continuity for Multifunctions

“…In particular, several characterizations of pairwise weakly M-continuous functions were presented in [8]. Ekici et al [9] introduced a new class of functions called weakly λ-continuous functions which is weaker than λ-continuous functions and studied some fundamental properties of weakly λ-continuous functions. In [3], the present author introduced the concept of weakly -continuous functions and investigated the relationships between weak -continuity and θ( )-continuity.…”