Lecture Notes for Algebraic geometry
This note
covers notation, What is algebraic geometry, Affine algebraic varieties,
Projective algebraic varieties, Sheaves, ringed spaces and affine algebraic
varieties, Algebraic varieties, Morphisms, Products, Dimension, The fibres of a
morphism, Sheaves of modules, Hilbert polynomials and bezouts theorem, Schemes,
Products of preschemes, Relative differentials, Cartier divisors, Rational
equivalence and the chow group, Proper push forward and flat pull back, Chern
classes of line bundles and chern classes of vector bundles.
Author(s): Leonardo Constantin Mihalcea
132 Pages