Time/Room:

Lecture:		Tue	14:30 - 16:15	in	HS 11
		Fri	10:15 - 11:45	in	HS 14
Exercises:		Tue	16:15 - 17:00	in	HS 13
First Lecture:		Fri	09.03.2012
No lecture on May 18
and on May 22

Classical algebraic geometry is the theory of algebraic curves, surfaces, and varieties in higher dimensions. Nowadays, such algebraic varieties are of high importance in computer aided geometric design, computer vision, cryptography, and other application areas.

The algebraic theory which allows us to compute with such varieties is called commutative algebra. It is concerned with polynomial equations, polynomial ideals, and polynomial and rational mappings.

Participants in the course are expected to be acquainted with basics in (computer) algebra. Much of the material for this course will be taken from the book

		J.R. Sendra, F. Winkler, S. Perez-Diaz,
		Rational Algebraic Curves - A Computer Algebra Approach,
		Springer-Verlag (2008)

Lecture Notes:	00-title.pdf
	01-intro.pdf
	02-elimination.pdf
	03-algset.pdf
	04-corr.pdf
	05-proj.pdf
	06-func.pdf
	07-local.pdf
	08-para.pdf
	09-puiseux.pdf
	10-dimension.pdf
references.pdf