Raju Kumar Gupta

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20222026

g_{2}

-minimal normal 3-pseudomanifolds with at most four singularities

2 citations · 2 across the 6 of their papers we have counts for

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math.CO2026

A Complete Classification of Discrete $d$ -Pseudomanifolds with at Most $2 d + 7$ Vertices

Biplab Basak, Debolina Ghosh, Raju Kumar Gupta

A simple undirected graph $M$ is called a discrete $d$ -pseudomanifold if, for every vertex $v$ , the induced subgraph $N_{M} (v)$ on the neighbors of $v$ is a discrete $(d - 1)$ -pseudoma…

math.AT2026

On the equivariant triangulation of some small covers

Raju Kumar Gupta, Soumen Sarkar

In this paper, we study certain properties of $Z_{2}^{n}$ -equivariant triangulations of small covers. We show that any $Z_{2}^{n}$ -equivariant triangulation of a small co…

A Complete Classification of Discrete d-Pseudomanifolds with at Most 2d+7 Vertices

On the equivariant triangulation of some small covers

A Complete Classification of Discrete $d$ -Pseudomanifolds with at Most $2 d + 7$ Vertices