SNSB Courses 2004-2005, Department of
Mathematics
Fall 2004
Preliminary cycle
Barbu Berceanu Vector
Bundles and Characteristic Classes (final exam 24 or 25/2/2005)
Cezar Joita Introduction to
Several Complex Variables Mo. 16 - 19:30. (final exam 13/07/2005)
Viorel Iftimie
Fourier Integral Operators and Weyl-Hörmander-Bony Calculus
(final exam 12/1/2005)
Masters
Vasile Brinzanescu
Moduli Spaces of Vector Bundles (final exam 28/2/2005, 14 - 19)
Razvan Litcanu: Introduction in Arithmetic Geometry (final
exam 12/3/2005) lecture
notes (preliminary)
Spring 2005
Preliminary cycle
P. Mironescu
(16 - 29/6/2005) Semilinear elliptic equations. An introduction (lecture
notes)
Laurent Véron
Regularity theory for elliptic equations (16 - 29/6/2005)
Sergiu Moroianu K-Theory
and differential operators: Tu. 10 - 14. Final exam 9/07/2005. (partial
lecture notes)
Masters
Barbu Berceanu Topics in
Combinatorial and Geometric Group Theory (April and May 2005): Th. 15 -
18, Fr. 14-17.
Dan Burghelea
Introduction to Morse Theory (22/2 - 29/3): Th. 15 - 18, Fr. 14-17.
Cristodor Ionescu
Homological Methods in Commutative Algebra Mo. 10 - 14.
Paltin Ionescu
Abstract versus Embedded Classification of Complex Projective Manifolds
Modificat: 19/07/2005