Math 507A and 508A
Algebraic Geometry
Sándor Kovács
Autumn 2003 and Winter 2004, Monday-Wednesday-Friday 9:30-10:20
Two-quarter sequence covering the basic theory of affine and projective
varieties, rings of functions, the Hilbert Nullstellensatz, localization,
and dimension; the theory of algebraic curves, divisors, cohomology, genus,
and the Riemann-Roch theorem; and related topics. Prerequisite: MATH 506.