On Weakly θ-continuous Functions

Abstract

논문 [12]와 [2]에서, 이 논문에서 명명한 Weakly θ-연속함수이면 Weakly 연속함수가 될 필요가 없으나 그 역과정은 성립됨이 알려졌다.

이 논문에서는 이 Weakly θ-연속함수에 관한 연구이다.

The concept of θ-closed sets is due to N.V. Velicko [12]. Complement of θ-closed set is said to be θ-open set. Mamta Deb[2] has studied weakly continuous functions [6] and seen that if ｆ is not necessary weakly continuous, however, weakly continuous funtion implies this type of function.

In this note we named these type of functions by weakly θ-continuous functions and present its study.

The concept of θ-closed sets is due to N.V. Velicko [12]. Complement of θ-closed set is said to be θ-open set. Mamta Deb[2] has studied weakly continuous functions [6] and seen that if ｆ is not necessary weakly continuous, however, weakly continuous funtion implies this type of function.

In this note we named these type of functions by weakly θ-continuous functions and present its study.