Irina Bobkova

collaborators

2 papers

math.AT2025

The duality resolution at $n = p = 2$

AgnÃ¨s Beaudry, Irina Bobkova, Hans-Werner Henn

Working at the prime $2$ and chromatic height $2$ , we construct a finite resolution of the homotopy fixed points of Morava $E$ -theory with respect to the subgroup $G_{2}^{1}$ …

math.AT2024

Bounding the $K (p - 1)$ -local exotic Picard group at $p > 3$

Irina Bobkova, Andrea Lachmann, Ang Li +3

In this paper, we bound the descent filtration of the exotic Picard group $I^º_{n}$ , for a prime number p>3 and n=p-1. Our method involves a detailed comparison of the Picard spectral…

The duality resolution at n=p=2

Bounding the K(p−1)-local exotic Picard group at p>3

The duality resolution at $n = p = 2$

Bounding the $K (p - 1)$ -local exotic Picard group at $p > 3$