Pavan Kartik

collaborators

2 papers

math.AG2025

Integrals of stable envelopes for cotangent bundles to Grassmannians

Matthew Crawford, Pavan Kartik, Reese Lance

We consider cohomological stable envelopes for a natural torus action $T$ on $X = T^{*} G r (k, n)$ , introduced by Maulik-Okounkov. We define the $C_{ℏ}^{*}$ -equivariant…

math.NT2025

Dwork congruences via q-deformation

Pavan Kartik, Andrey Smirnov

We consider a system of polynomials $T_{s} (z, q) \in Z [z, q]$ which appear as truncations of the K-theoretic vertex function for the cotangent bundles over Grassmannians $T^{*…