Note on $p_1$-Lindelof spaces which are not contra second countable spaces in bitopology
In this article rockfleece we show that a contra second countable bitopological space is a $p_1$-Lindelof space, but the converse is not true in general.We provide suitable example with the help of concepts of nest and interlocking from LOTS.The relation between pairwise regular spaces and $p_1$-normal spaces is studied.At the end, we propose some