N. K. Dhanwani

collaborators

4 papers

math.GR2025

Linear representations, crystallographic quotients, and twisted conjugacy of virtual Artin groups

Neeraj Kumar Dhanwani, Pravin Kumar, Tushar Kanta Naik +1

Virtual Artin groups were recently introduced by Bellingeri, Paris, and Thiel as broad generalizations of the well-known virtual braid groups. For each Coxeter graph $I^$ , they def…

math.GT2025

Fundamental $n$ -quandles of links are residually finite

Neeraj Kumar Dhanwani, Deepanshi Saraf, Mahender Singh

In this paper, we investigate the residual finiteness and subquandle separability of quandles, properties that respectively imply the solvability of the word problem and the genera…

math.GT2025

Generating the liftable mapping class groups of regular cyclic covers

Soumya Dey, Neeraj K. Dhanwani, Harsh Patil +1

Let $Mod (S_{g})$ be the mapping class group of the closed orientable surface of genus $g \geq 1$ , and let $LMod_{p} (X)$ be the liftable mapping class group associat…

math.GT2024

Liftable mapping class groups of regular abelian covers

Neeraj K. Dhanwani, Pankaj Kapari, Kashyap Rajeevsarathy +1

Let $S_{g}$ be the closed oriented surface of genus $g \geq 0$ , and let $Mod (S_{g})$ be the mapping class group of $S_{g}$ . For $g \geq 2$ , we develop an algorithm to obtain a fi…

Linear representations, crystallographic quotients, and twisted conjugacy of virtual Artin groups

Fundamental n-quandles of links are residually finite

Generating the liftable mapping class groups of regular cyclic covers

Liftable mapping class groups of regular abelian covers

Fundamental $n$ -quandles of links are residually finite