Abstract
The topology τ of a space is enlarged to a topology τ<sup>*</sup> using an ideal I whose members are disjoint with the members of τ. Many relations between topological concepts with respect to τ and τ<sup>*</sup> are obtained. The aim of this paper is to define a new type of functions called strongly θ-pre-I-continuous functions and to obtain some properties of this new notion.
Cuvinte cheie
local function
weakly I-precontinuous
strongly θ-pre-I-continuous