23 citations · 86 across the 7 of their papers we have counts for
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An introduction into (motivic) Donaldson-Thomas theory
Sven Meinhardt
The aim of the paper is to provide a rather gentle introduction into Donaldson-Thomas theory using quivers with potential. The reader should be familiar with some basic knowledge i…
Donaldson-Thomas theory for categories of homological dimension one with potential
Ben Davison, Sven Meinhardt
The aim of the paper is twofold. Firstly, we give an axiomatic presentation of Donaldson-Thomas theory for categories of homological dimension at most one with potential. In partic…
Donaldson-Thomas invariants vs. intersection cohomology for categories of homological dimension one
Sven Meinhardt
The present paper is an extension of a previous paper written in collaboration with Markus Reineke dealing with quiver representations. The aim of the paper is to generalize the th…
Donaldson-Thomas invariants versus intersection cohomology of quiver moduli
Sven Meinhardt, Markus Reineke
The main result of this paper is the statement that the Hodge theoretic Donaldson-Thomas invariant for a quiver with zero potential and a generic stability condition agrees with th…
On motivic vanishing cycles of critical loci
Vittoria Bussi, Dominic Joyce, Sven Meinhardt
Let be a smooth scheme over an algebraically closed field of characteristic zero and a regular function, and write Crit, as a closed…
The motivic Donaldson-Thomas invariants of (-2) curves
Ben Davison, Sven Meinhardt
In this paper we calculate the motivic Donaldson-Thomas invariants for (-2)-curves arising from 3-fold flopping contractions in the minimal model programme. We translate this geome…