Complex Manifolds 2022

• Streszczenie Wykładu (+ powtórka z de Rhama)
• Zadania na 17.10
• Zadania na 2.11
• Zadania na 7.11
• Zadania na 14.11
• Zadania na 21.11
• Zadania na 28.11
• Zadania na 5.12
• Zadania na 12.12
• Zadania na 19.12
• Zadania na 9.01
• Zadania na 16.01
• Zadania na 23.01

Bibliography

• D. Huybrechts: Complex geometry. An introduction (Universitext) - the main texbook for this course
• P. Griffiths, J. Harris: Principles of algebraic geometry (initial chapters)
• Donu Arapura: Algebraic Geometry over the Complex Numbers (Universitext)
• C. Voisin: Hodge Theory and Complex Algebraic (Cambridge Studies in Advanced Mathematics)
• Mark A. de Cataldo: Lectures on the Hodge theory of projective manifolds (Summary of the Hodge theory, there is also a book edition)
• Streszczenie Wykładu A.D. 2021/22 (nieco obszerniejsze, ale są literówki)

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