Selected Publications Research Area E

[E:GLS] C. Geiß, B. Leclerc, and J. Schröer. Kac-Moody groups and cluster algebras. Adv. Math. to appear.

[E:HNW11] D. Huybrechts and M. Nieper-Wißkirchen. Remarks on derived equivalences of Ricci-flat manifolds. Math. Z., 267:939–963, 2011.

[E:KR11] S. Kudla and M. Rapoport. Special cycles on unitary Shimura varieties I. Unramified local theory. Invent. Math., 184(3):629–682, 2011.

[E:Ter11] U. Terstiege. Intersections of arithmetic Hirzebruch-Zagier cycles. Math. Ann., 349(1):161–213, 2011.

[E:VW11] I. Vollaard and T. Wedhorn. The supersingular locus of the Shimura variety of GU(1;n????1) II. Invent. Math., 184(3):591–627, 2011.

[E:Huy10] D. Huybrechts. Chow groups of K3 surfaces and spherical objects. J. Eur. Math. Soc. (JEMS), 12(6):1533–1551, 2010.

[E:PR10] G. Pappas and M. Rapoport. Some questions about G-bundles on curves. In Algebraic and arithmetic structures of moduli spaces (Sapporo 2007), volume 58 of Adv. Stud. Pure Math., pages 159–171. Math. Soc. Japan, Tokyo, 2010.

[E:Sch10] U. Schlickewei. The Hodge conjecture for self-products of certain K3 surfaces. J. Algebra, 324(3):507–529, 2010.

[E:Fal09] G. Faltings. Theta functions on moduli spaces of G-bundles. J. Algebraic Geom., 18(2):309–369, 2009.

[E:HMS09] D. Huybrechts, E. Macrì, and P. Stellari. Derived equivalences of K3 surfaces and orientation. Duke Math. J., 149(3):461–507, 2009.

[E:Huy08] D. Huybrechts. Derived and abelian equivalence of K3 surfaces. J. Algebraic Geom., 17(2):375–400, 2008.

[E:HMS08] D. Huybrechts, E. Macrì, and P. Stellari. Stability conditions for generic K3 categories. Compos. Math., 144(1):134–162, 2008.

[E:GLS06a] C. Geiß, B. Leclerc, and J. Schröer. Rigid modules over preprojective algebras. Invent. Math., 165(3):589–632, 2006.

[E:GLS06b] C. Geiß, B. Leclerc, and J. Schröer. Verma modules and preprojective algebras. Nagoya Math. J., 182:241–258, 2006.