A. Srivastava

most citedA characterization of the category Q-TOP

7 citations · 7 across the 3 of their papers we have counts for

collaborators

3 papers

math.CT2013

The categories $L$ \textbf{-Top_0} and $L$ \textbf{Sob} as epireflective hulls

Rana Noor, Arun K. Srivastava

We show that the category $L -Top_{0}$ of $T_{0}$ - $L$ -topological spaces is the epireflective hull of Sierpinski $L$ -topological space in the category $L -Top$ of $…

math.CT2013

Q-SOB as an epireflecive hull in Q- $T O P_{0}$

Sheo Kumar Singh, Arun K. Srivastava

We show that the epireflective hull of the Q-Sierpinski space in the category Q- $T O P_{0}$ of $T_{0}$ Q-topological spaces is the category Q-SOB of Q-sober topological spaces.

math.CT2011★ 7 cited

A characterization of the category Q-TOP

Sheo Kumar Singh, Arun K. Srivastava

S.A. Solovyov (2008) has recently introduced the notion of a Q-topological space (and Q-continuous maps between them), where Q is a fixed member of a variety of Omega-algebras, whi…

The categories L\textbf{-Top_0} and L\textbf{Sob} as epireflective hulls

Q-SOB as an epireflecive hull in Q-TOP0​

A characterization of the category Q-TOP

The categories $L$ \textbf{-Top_0} and $L$ \textbf{Sob} as epireflective hulls

Q-SOB as an epireflecive hull in Q- $T O P_{0}$