Manuel Saorín

activity

20132021

most citedDg algebras with enough idempotents, their dg modules and their derived categories

25 citations · 102 across the 10 of their papers we have counts for

collaborators

Showing 2017Show all

2 papers · 1 filter

math.CT2017★ 22 cited

$t$ -Structures on stable derivators and Grothendieck hearts

Manuel Saorín, Jan Šťovíček, Simone Virili

We prove that given any strong, stable derivator and a $t$ -structure on its base triangulated category $D$ , the $t$ -structure canonically lifts to all the (coherent) diagram c…

math.RT2017

Contractibility of the stability manifold for silting-discrete algebras

David Pauksztello, Manuel Saorín, Alexandra Zvonareva

We show that any bounded t-structure in the bounded derived category of a silting-discrete algebra is algebraic, i.e. has a length heart with finitely many simple objects. As a cor…

t-Structures on stable derivators and Grothendieck hearts

Contractibility of the stability manifold for silting-discrete algebras

$t$ -Structures on stable derivators and Grothendieck hearts