104.498 AKGEO AKDIS Lattice polytopes
This course is in all assigned curricula part of the STEOP.
This course is in at least 1 assigned curriculum part of the STEOP.

2020S, VO, 2.0h, 3.0EC

Properties

After successful completion of the course, students are able

to describe the theorem of Brion in the discrete and continuous case with its proof,
to explain basic notions of the theory of convex polyhedra and of lattice points.
and to explain and apply the ideas and techniques necessary for the proofs of the central theorems.

Lattice ponts in polytopes, algebra of polyhedra, theorem of Brion

Mathematical definitions and proofs

Oral

Day	Time	Date	Location	Description
Wed	10:15 - 11:45	11.03.2020 - 24.06.2020	Streaming (LIVE)	VO

AKGEO AKDIS Lattice polytopes - Single appointments

Day	Date	Time	Location	Description
Wed	11.03.2020	10:15 - 11:45	Streaming	VO
Wed	18.03.2020	10:15 - 11:45	Streaming	VO
Wed	25.03.2020	10:15 - 11:45	Streaming	VO
Wed	01.04.2020	10:15 - 11:45	Streaming	VO
Wed	22.04.2020	10:15 - 11:45	Streaming	VO
Wed	29.04.2020	10:15 - 11:45	Streaming	VO
Wed	06.05.2020	10:15 - 11:45	Streaming	VO
Wed	13.05.2020	10:15 - 11:45	Streaming	VO
Wed	20.05.2020	10:15 - 11:45	Streaming	VO
Wed	27.05.2020	10:15 - 11:45	Streaming	VO
Wed	03.06.2020	10:15 - 11:45	Streaming	VO
Wed	10.06.2020	10:15 - 11:45	Streaming	VO
Wed	17.06.2020	10:15 - 11:45	Streaming	VO
Wed	24.06.2020	10:15 - 11:45	Streaming	VO

Oral exam

Begin	End	Deregistration end
01.03.2020 08:00	01.04.2020 08:00	01.04.2020 08:00

Please, register, to access the TUWEL-course.

Study Code	Obligation	Semester	Precon.	Info
860 GW Optional Courses - Technical Mathematics	Mandatory elective

No lecture notes are available.

Basic knowledge of linear algebra and analysis

English