====== AV seminar literature ======

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