Mathematical Institute of the University of Bonn

Olaf Schnürer   Mathematisches Institut der Universität Bonn Zimmer 1.002 Endenicher Allee 60 53115 Bonn Germany email: olaf.schnuerer (ergänze @math.uni-bonn.de) Tel: +49 (0) 228 73 intern, intern = 3792

Working group: Algebra and Representation Theory in Bonn
Wochenprogramm.

Basic Notions Seminar.

• Teaching (Sommersemester 2011)
  • Betreuung der Vorlesung Representation Theory 2 .
  • Seminar on Geometric Representation Theory.
  • Organization Bonn-Köln-Algebra-Seminar.
• Teaching (Wintersemester 2010/11)
  • Betreuung der Vorlesung Algebra 2 .
  • Oberseminar Darstellungstheorie.
• Teaching (Sommersemester 2010)
  • Betreuung der Vorlesung Algebra 1.
  • Working Seminar on Representations of Symmetric Groups.
• Teaching (Wintersemester 2009/10)
  • Betreuung der Vorlesung Gruppen Ringe Moduln.
• Teaching (Sommersemester 2009)
  • Seminar zu D-Moduln
  • Übungsgruppe zur Vorlesung
    Advanced Topics in Representation Theory, Dienstag, 12.45, Raum LWK 008
• Teaching (Wintersemester 2008/09)
  • Exercises: Quantum Groups: Representation Theory, Knot Theory and Canonical Bases
  • Seminar: Nilpotent Orbits in Semisimple Lie Algebras
  • Working Seminar on Hilbert Schemes of Points on Surfaces
• Teaching (Sommersemester 2008)
  • Exercises: Course on Linear Algebraic Groups
  • Seminar: Representation Theory of the Symmetric Group
  • Working Seminar on A-infinity structures
• Papers by Olaf M. Schnürer (Preprints can be found on the arXiv)
  
  • Equivariant Sheaves on Flag Varieties, Math. Zeitschrift.
    The original publication is available at www.springerlink.com.
  • Perfect Derived Categories of Positively Graded DG Algebras, accepted by Applied Categorical Structures, preprint on the arXiv.
  • Regular Connections on Principal Fiber Bundles over the Infinitesimal Punctured Disc, Journal of Lie Theory 17 (2007), No. 2, 427-448.
• Further papers
  
  • Equivariant Sheaves on Flag Varieties, DG Modules and Formality,
    Doktorarbeit (PhD thesis), 2007.
  • Reguläre Zusammenhänge in trivialen algebraischen G-Hauptfaserbündeln über der infinitesimalen punktierten Kreisscheibe,
    Diplomarbeit (diploma thesis), 2003.

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