A. R. Aliabad
Department of Mathematics, Chamran University, Ahwaz, Iran.
[ 1 ] - On quasi $P$-spaces and their applications in submaximal and nodec spaces
A topological space is called submaximal if each of its dense subsets is open and is called nodec if each of its nowhere dense ea subsets is closed. Here, we study a variety of spaces some of which have already been studied in $C(X)$. Among them are, most importantly, quasi $P$-spaces and pointwise quasi $P$-spaces. We obtain some new useful topological characterizations of quasi $...
[ 2 ] - $LG$-topology
In this paper, we introduce a new model of point free topology for point-set topology. We study the basic concepts in this structure and will find that it is naturally close to point-set topology.
Co-Authors