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The sharp upper bound for the Swan-exponent difference in residue characteristic two
Sharp upper-bound conjecture. Assume $p=2$ . For any Galois representation $\rho$ , one has
opengalois-representations representation-theory swan-conductor
05
Cohomological rigidity conjecture for Airy local systems
Let $j:U\hookrightarrow X=\bP^1_k$ be an open immersion, let $u\in U$ be a geometric point, and let $\mathrm{Ai}_{\hG}$ be the Airy $\hG$ -local system with corresponding representa…
openair-y-sheaves rigidity swan-conductor
06

The sharp upper bound for the Swan-exponent difference in residue characteristic two