Gregory K. Taylor

activity

20172021

collaborators

3 papers

math.AG2021

Irreducibility and singularities of some nested Hilbert schemes

Tim Ryan, Gregory Taylor

Let $S$ be a smooth projective surface over $C$ . We study the local and global geometry of the nested Hilbert scheme of points $S^{[n, n + 1, n + 2]}$ . In particular, we show th…

math.AC2019

Inversion of adjunction for $F$ -signature

Gregory Taylor

Let $(R, Δ + D)$ be a log $Q$ -Gorenstein pair where $R$ is a Noetherian, $F$ -finite, normal, local domain of characteristic $p > 0$ , $Δ$ is an effective $Q$ -divisor…

math.GR2017

On involutions and indicators of finite orthogonal groups

Gregory K. Taylor, C. Ryan Vinroot

We study the numbers of involutions and their relation to Frobenius-Schur indicators in the groups $SO^{\pm} (n, q)$ and $Ω^{\pm} (n, q)$ . Our point of view for this study com…

Irreducibility and singularities of some nested Hilbert schemes

Inversion of adjunction for F-signature

On involutions and indicators of finite orthogonal groups

Inversion of adjunction for $F$ -signature