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Algebraic Geometry 3

This advanced course is a continuation of the courses in Algebraic Geometry [1] and Algebraic Geometry 2 [2] from the preceeding two semesters. The contents of said lectures are prerequisite for attending. It will also be announced as a BMS advanced course.

  • It will be possible to have one exam for both AG2 and AG3.
  • The first lecture will be on thursday, April 28th.
  • Passing the exam will be rewarded with 5 ECTS.
  • Exams will be held from 15th to 17th of August and 17th to 19th October.
  • Students, who would like to have an exam, additionally have to register in room MA 318 [3].
  • Registration for the first date is now closed.
  • Registration for the second date is now closed.

The script on algebraic geometry by Andreas Gathman [4] (214 page version from 2003) is recommended as supplementary literature.

Lecture times

Lecture times
Thursday
08:15-09:45
MA 005
Prof. Dr. Peter Bürgisser [5]

Content

The prospective content of this lecture is the following (see Shafarevich, Basic Algebraic Geometry, Volume I):

  • Divisors
  • Plane cubics
  • Differential forms
  • Riemann-Roch Theorem for curves
  • Intersection numbers
  • Bezout's theorem
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