On the derived category of ${\bar{M}}_{0,n}$

Abstract

Using Keel's presentation and Orlov's theorem, we give an inductive description of the derived category of moduli spaces of $n$--pointed stable curves of genus zero and some full exceptional collections in it. The detailed calculations are given for ${\bar{M}}_{0,6}$.

21 pages

References in corpus (3)

• Uniqueness of enhancement for triangulated categories
• Theorie homotopique des DG-categories
• Towards motivic quantum cohomology of ${\bar{M}}_{0,S}$

Cited by in corpus (2)

• Mirrors, Functoriality, and Derived Geometry
• Higher structures, quantum groups, and genus zero modular operad