1. Konstruktion exzeptioneller Motive 2. Faltungsmotive und das Umkehrproblem der Galoistheorie 3. De Rham- und Hodge-Theorie der Faltung 4. Langlands-Korrespondenz und die Faltung

Applicant Professor Dr. Michael Dettweiler

Subject Area Mathematics

Term from 2006 to 2011

Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 25046103

Final Report Year 2011

Final Report Abstract

No abstract available

Middle convolution of Fuchsian system and the construction of rigid differential systems. Journal of Algebra, Volume 318 (2007), 1-24
M. Dettweiler and S. Reiter
Painleve equations and the middle convolution. Advances in Geometry, Volume 7 (2007), 317-330
M. Dettweiler and S. Reiter
On the middle convolution of local systems. 2008, Grelles Journal
M. Dettweiler
Rigid local systems and potential automorphy: The G2-case. (2008)
M. Dettweiler
Fundamental group for the complement of the Cayley's singularities. Beitraege zur Algebra und Geometrie, Vol. 50, No. 2, pp. 469-482 (2009)
M. Amram, M. Dettweiler, M. Friedman, and M. Teicher
Appendix to Rigid local systems and motives of type G2. Compositio Math. 146, Issue 4 (2010)
M. Dettweiler and N. Katz
On globally nilpotent differential equations. J. Differential Equations 248 (2010) 2736 2745
M. Dettweiler and S. Reiter
On rigid covers associated to the 3-cuspidal quartic. Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg (2010) 80:. 1 -8, April 27, 2010
M. Amram, M. Dettweiler, and M. Teicher
Rigid local systems and motives of type G2-.With an Appendix by M. Dettweiler and N. Katz, Compositio Math. 146, Issue 4, 929-963 (2010)
M. Dettweiler and S. Reiter