D. Arapura, Algebraic Geometry over the complex numbers.
D. Huybrechts: Complex geometry. An introduction.
B. Shabat, An introduction to complex analysis
P. Griffiths, J. Harris: Principles of algebraic geometry.
M. De Cataldo: Lectures on the Hodge theory of projective manifolds.
S. S. Chern: Complex Manifolds without Potential Theory
Lectures
Generalities on the exam
The exam will be oral. Before the exam, a list of possible topics will be announced.
In the first term (June-July), the grade will be based on the exam and exercise session points. In the second term (in September) either same as first term or just oral exam, whatever the student chooses. There will be no midterm exam.
