Veranstaltungsverzeichnis

Lehrveranstaltungen SoSe 2023

Mathematik, B.Sc.

Veranstaltungen anzeigen: alle | in englischer Sprache | für ältere Erwachsene | mit Nachhaltigkeitszielen

Bachelor 4. Semester und höher

Module: Mathematisches Kommunizieren (A und B mit je 3 CP)

Pflichtmodule, welche im 4. und 5. Semester belegt werden sollten. Für jedes der ZWEI Module (Mathematisches Kommunizieren A / B) muss jeweils EINE der zugehörigen Veranstaltungen belegt werden, wobei dieses Semester aus folgenden Veranstaltungen gewählt werden kann:
VAKTitel der VeranstaltungDozentIn
03-M-AC-10Homological Algebra (in englischer Sprache)
(Seminar/Proseminar)

Seminar
ECTS: 3 / 4,5 / 5 / 6

Termine:
wöchentlich Do 10:00 - 12:00 MZH 7200 Seminar
Prof. Dr. Dmitry Feichtner-Kozlov
03-M-AC-11Geometry (in englischer Sprache)

Seminar
ECTS: 3 / 4,5 / 5 / 6

Termine:
wöchentlich Mo 08:00 - 10:00 MZH 7200 Seminar

Einzeltermine:
Di 11.04.23 10:00 - 12:00 MZH 7200
Mo 14.08.23 08:00 - 16:00

Are you fascinated by geometric shapes and their properties?
Are you an Bachelor's or Masters's student in mathematics looking to deepen your understanding of polytopes?
Then this seminar is for you!

In this seminar, we will delve into the fascinating world of polytopes, which are geometric objects that generalize the idea of a convex polygon or a convex polyhedron.
Polytopes have a wide range of applications in various fields, such as computer graphics, physics, and optimization.

We will cover a variety of topics related to polytopes, including:
  • Basics of polytopes: We will begin by discussing the basic properties of polytopes. We will also explore the different types of polytopes, including simplices, cubes, and cross-polytopes.
  • Combinatorial properties: We will delve into the combinatorial properties of polytopes, including the Euler characteristic, face numbers, and the Dehn-Sommerville equations.
  • Algebraic properties: We will examine the algebraic properties of polytopes, including their symmetry groups and the representation of polytopes by linear inequalities.
- Applications: We will explore the different applications of polytopes in other areas of mathematics and science, such as linear programming, coding theory, and computer graphics.
  • Computational methods: We will learn about computational methods for dealing with polytopes, including convex hull algorithms, triangulation algorithms and algorithms for counting the number of faces of a polytope.

Throughout the seminar, we will use examples and case studies to illustrate the concepts and theories discussed.
The seminar will also touch on the recent developments in the study of polytopes, including new results and open problems.

But this seminar is not just about listening and taking notes, we want you to actively participate in the class.
Each student is expected to give a talk on a specific topic related to polytopes, allowing you to not only deepen your own understanding but also share your knowledge with your peers.
This seminar is also a great opportunity for students to connect with other students with similar interests and to learn from each other.

Join us on a journey of discovery and exploration as we uncover the hidden beauty and complexity of polytopes.

Sign up now and be ready to be amazed!

Dr. Tim Haga

General Studies - Fachergänzende Studien

Fachergänzendes Studienangebot aus der Mathematik bzw. Industriemathematik
VAKTitel der VeranstaltungDozentIn
03-M-SP-21Linear Regression Analysis with R (in englischer Sprache)

Vorlesung
ECTS: 4,5

Termine:
wöchentlich Mo 12:00 - 14:00 MZH 7200 Lecture
wöchentlich Mo 14:00 - 16:00 MZH 7200 Lecture / Exercise

Einzeltermine:
Di 25.07.23 10:00 - 12:00
Maryam Movahedifar