activity
19922022
most citedChern Classes of Tautological Sheaves on Hilbert Schemes

104 citations · 440 across the 12 of their papers we have counts for

collaborators

15 papers

math.AG2022

Compactified Jacobians of Extended ADE Curves and Lagrangian Fibrations

Adam Czapliński, Andreas Krug, Manfred Lehn +1

We observe that general reducible curves in sufficiently positive linear systems on K3 surfaces are of a form that generalises Kodaira's classification of singular elliptic fibres…

math.DG2017

On the stability of flat complex vector bundles over parallelizable manifolds

Indranil Biswas, Sorin Dumitrescu, Manfred Lehn

We investigate the flat holomorphic vector bundles over compact complex parallelizable manifolds , where is a complex connected Lie group and is a cocompact lattice…

math.AG2016

Generalized twisted cubics on a cubic fourfold as a moduli space of stable objects

Martí Lahoz, Manfred Lehn, Emanuele Macrì +1

We revisit the work of Lehn-Lehn-Sorger-van Straten on twisted cubic curves in a cubic fourfold not containing a plane in terms of moduli spaces. We show that the blow-up alon…

math.AG2016★ 7 cited

Towards a symplectic version of the Chevalley restriction theorem

Michael Bulois, Christian Lehn, Manfred Lehn +1

If is a polar representation with Cartan subspace and Weyl group , it is shown that there is a natural morphism of Poisson schemes $\mathfrak c \oplus {\ma…

math.AG2014★ 42 cited

On the symplectic eightfold associated to a Pfaffian cubic fourfold

N. Addington, M. Lehn

We show that the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containing a plane is deformation-equivalent to the Hilbert scheme of four poin…

math.AG2013

Twisted cubics on cubic fourfolds

Christian Lehn, Manfred Lehn, Christoph Sorger +1

We construct a new twenty-dimensional family of projective eight-dimensional irreducible holomorphic symplectic manifolds: the compactified moduli space M_3(Y) of twisted cubics on…