AV seminar literature

  1. C.Birkenhake, H.Lange: Complex Abelian Varieties, SV 2004.
  2. D.Mumford, Abelian Varieties, Tata Institute 1970.
  3. H.P.F.Swinnerton-Dyer, Analytic theory of abelian varieties, CUP 1974.
  4. E.Bombieri, W.Gubler, Heights in Diophantine Geometry, CUP 2006.
  5. J.Milne, Abelian Varieties, online notes.
  6. J.-P.Serre, Lectures on Mordell-Weil Theorem, Vieweg 1990.
  7. J.Milne, Abelian Varieties, w Arithmetic Geometry J.Silverman, G.Cornell, SV 1986.
  8. M.Hindry, J.Silverman, Diophantine Geometry, an introduction, SV 2000.
  9. A.Polishchuk, Abelian Varieties, Theta Functions, Fourier Transform, CUP 1998.
  10. G. van der Geer, B.Moonen, Abelian Varieties, ksiazka online.
  11. J.Milne, Introduction to Shimura varieties, online notes.
  12. J.Milne, Jacobian Varieties, w Arithmetic Geometry J.Silverman, G.Cornell, SV 1986.
  13. G.Kempf, Complex Abelian Varieties and Theta Functions, SV 1991
  14. P.Griffiths, J.Harris, Principles of Algebraic Geomtry, John Wiley & Sons, 1978.
  15. C.Voisin, Hodge Theory and Algebraic Geometry I, CUP (2004), syg. 36814 w naszej bibliotece.