Krishna Kaipa

collaborators

3 papers

math.RT2026

Twisted Jacquet modules associated to maximal parabolic subgroups and cuspidal representations of $G L (n, q)$

Kumar Balasubramanian, Krishna Kaipa, Himanshi Khurana

Let $π$ be a cuspidal representation of $G L (n, F)$ over a finite field $F$ . Let $P = M N$ be the Levi decomposition of a maximal parabolic subgroup corresponding to the partition $(k,n…

math.CO2025

Incidence of lines, points, and planes in $P G (3, q)$ with respect to the twisted cubic

Krishna Kaipa, Puspendu Pradhan

We consider the orbits of the group $G = P G L_{2} (q)$ on the points, lines and planes of the projective space $P G (3, q)$ over a finite field $F_{q}$ of characteristic different fro…

math.CO2025

On the $P G L_{2} (q)$ -orbits of lines of $P G (3, q)$ and binary quartic forms in characteristic three

Krishna Kaipa, Puspendu Pradhan

We consider the problem of classifying the lines of the projective $3$ -space $P G (3, q)$ over a finite field $F_{q}$ into orbits of the group $P G L_{2} (q)$ of linear symmetries o…

Twisted Jacquet modules associated to maximal parabolic subgroups and cuspidal representations of GL(n,q)

Incidence of lines, points, and planes in PG(3,q) with respect to the twisted cubic

On the PGL2​(q)-orbits of lines of PG(3,q) and binary quartic forms in characteristic three

Twisted Jacquet modules associated to maximal parabolic subgroups and cuspidal representations of $G L (n, q)$

Incidence of lines, points, and planes in $P G (3, q)$ with respect to the twisted cubic

On the $P G L_{2} (q)$ -orbits of lines of $P G (3, q)$ and binary quartic forms in characteristic three