2007 Spring MATH 273-01
Bulletin Course Description Affine varieties, projective varieties, Riemann surfaces, algebraic curves, algebraic groups, sheaf cohomology, singularities, Hodge theory, or computational algebraic geometry. Instructor: Staff
(Instructor named in bulletin description above may not be current. For current instructor, see listing below.)
Title ALGEBRAIC GEOMETRY Department MATH Course Number 2007 Spring 273 Section Number 01 Primary Instructor Saper,Leslie D Permission required? N Course Homepage www.math.duke.edu/faculty/saper/Instruction/math273.S07
Prerequisites
Math 252 (Math 272 is recommended for intuition but is not strictly required)
Synopsis of course content
Roughly Chapters I-III of Hartshorne (varieties over an algebraically closed field, sheaf theory, schemes, morphisms, cohomology of sheaves) with occasional examples from Chapters IV and V
Textbooks
Algebraic Geometry, by Robin Hartshorne
Assignments
weekly homework
Grade to be based on
weekly homework
