R. A. Majeed
Department of Mathematics, Faculty of Science, Ain Shams University, Abbassia, Cairo, Egypt | Department of Mathematics, Faculty of Education Abn Al-Haitham, Baghdad University, Baghdad, Iraq
[ 1 ] - Smooth biproximity spaces and P-smooth quasi-proximity spaces
The notion of smooth biproximity space where $delta_1,delta_2$ are gradation proximities defined by Ghanim et al. [10]. In this paper, we show every smooth biproximity space $(X,delta_1,delta_2)$ induces a supra smooth proximity space $delta_{12}$ finer than $delta_1$ and $delta_2$. We study the relationship between $(X,delta_{12})$ and the $FP^*$-separation axioms which had been introduced by...
نویسندگان همکار