Syllabus TOPOLOGY OF ALGEBRAIC VARIETIES SNSB COURSE SPRING 2016.pdf
Students: Filip Chindea, Miron Stanciu, Alexandra Otiman, Cipriana Anghel, Rares Stan.
Sample problems for final exam: idei examen.pdf
Final exam 25 may 11:00-13:00 (any material permitted: notes, books, web)
References:
A=Arapura
AG III- Algebraic geometry III Parshin&Shafarevich ed.
BPVdV=Barth Peters Van de Ven
Bell=Bellmann
de C=de Cataldo
Co-K=Cox Katz-Mirror symmetry
Di=Dimca-Sing and top of hypersurf
Dema=Demailly
GH=Griffiths and Harris
Gr=Greuel
FH=Fulton&Harris -Representation theory
Huy=Huybrechts
de Jo=de Jong
La= Lamotke-The top of cpx. proj. var. after S. Lefschetz
Laz=Lazarsfeld-Pozitivity in AG
Mo=A. Moroianu
Mi=Milnor-Morse theory
Mi1=Milnor-isol sing points on complex hypersurf
Ni=Nicolaescu -Morse theory
S=Schnell-On computing Picard-Fuchs equations
V=Voisin
V1=Voisin-Mirror symmetry
W=Warner-Foundations of Differentiable Manifolds and Lie Groups