E. Lepri

activity

20192026

L_{\infty}

liftings of semiregularity maps

1 citations · 2 across the 8 of their papers we have counts for

collaborators

Showing 2021Show all

3 papers · 1 filter

math.AG2021★ 1 cited

$L_{\infty}$ liftings of semiregularity maps via Chern-Simons classes

Ruggero Bandiera, Emma Lepri, Marco Manetti

We introduce the notion of Chern-Simons classes for curved DG-pairs and we prove that a particular case of this general construction provides canonical $L_{\infty}$ liftings of Buchw…

math.AG2021

Cyclic forms on DG-Lie algebroids and semiregularity

Emma Lepri

Given a transitive DG-Lie algebroid $(A, ρ)$ over a smooth separated scheme $X$ of finite type over a field $K$ of characteristic $0$ we define a notion of conne…

math.AG2021★ 1 cited

Connections and $L_{\infty}$ liftings of semiregularity maps

Emma Lepri, Marco Manetti

Let $E^{*}$ be a finite complex of locally free sheaves on a complex manifold $X$ . We prove that to every connection of type $(1, 0)$ on $E^{*}$ it is canonically associated an $L_{\inf…

L∞​ liftings of semiregularity maps via Chern-Simons classes

Cyclic forms on DG-Lie algebroids and semiregularity

Connections and L∞​ liftings of semiregularity maps

$L_{\infty}$ liftings of semiregularity maps via Chern-Simons classes

Connections and $L_{\infty}$ liftings of semiregularity maps