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Algebra: Michael Artin, dummitt and foote, lang.
Calculus: Tom Apostol, spivak, courant.
calculus on manifolds, mike spivak.
differential geometry, mike spivak.
differential topology, john milnor, guillemin and pollack, hirsch.
de rham cohomology and characteristic classes: bott and tu, milnor and stasheff
morse theory: milnor
singular points of complex hypersurfaces: milnor
algebraic curves: walker, fulton, j.p. serre (algebraic groups and class fields)
algebraic varieties and schemes: mumford, kempf, hartshorne.
curves and abelian integrals: riemann, werke; george kempf, notes from mexico, griffiths notes from china, book by arbarello, cornalba, griffiths and harris. mumford michigan lectures, AMS book by rick miranda.
algebraic surfaces: beauville; barth, peters, van de ven.
vector bundles on surfaces: robert friedman.
curves on surfaces: mumford.
higher dimensional varieties: kolla'r and mori
complex analysis: henri cartan.
several complex variables: gunning and rossi.
real analysis: zygmund and wheeden.
complex abelian varieties: birkenhake and lange
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