Iterate m-Continuous Functions in Ideal Topological Spaces

Iterate m-Continuous Functions in Ideal Topological Spaces

  • Takashi Noiri Yatsushiro-shi, Kumamoto-ken
  • Valeriu Popa Univ. Vasile Alecsandri of Bacau

Abstract

We introduce the notion of mITI-structures determined by operators Int, Cl and Cl⋆ on an ideal topological space (X, τ, I). By using the mITI-structure, we introduce and investigate a function f : (X, τ, I) → (Y, σ) called mITI-continuous. As special cases of mITI-continuity, we obtain semi-I-continuity [7] and pre-Icontinuity [3].

How to Cite
NOIRI, Takashi; POPA, Valeriu. Iterate m-Continuous Functions in Ideal Topological Spaces. Eurasian Bulletin of Mathematics (ISSN: 2687-5632), [S.l.], v. 4, n. 1, p. 1-7, may 2021. ISSN 2687-5632. Available at: <http://www.ebmmath.com/index.php/EBM/article/view/73>. Date accessed: 19 june 2021.