104.472 Non-euclidean geometrics
This course is in all assigned curricula part of the STEOP.
This course is in at least 1 assigned curriculum part of the STEOP.

2021W, VO, 4.0h, 6.0EC

TUWEL course

Properties

Semester hours: 4.0
Credits: 6.0
Type: VO Lecture
Format: Presence

Learning outcomes

After successful completion of the course, students are able to use the knowledge and to apply the methods specified in the curriculum:

They are familiar with abstractions of geometric notions and know various geometries and relations between them. Specifically they know the fundamentals and historical and scientific significance of the hyperbolic geometry.

Subject of course

Axiomatic method, Euclid's axiom of parallels and development of the hyperbolic non-euclidean geometry; models of hyperbolic non-euclidean geometry; other non-euclidean geometries (e.g., elliptic geometry, Möbius geometry).

Teaching methods

Lecture.

Mode of examination

Oral

Lecturers

Izmestiev, Ivan

Institute

E104 Institute of Discrete Mathematics and Geometry

Course dates

Day	Time	Date	Location	Description
Thu	10:00 - 12:00	07.10.2021 - 27.01.2022	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	10:00 - 12:00	12.10.2021 - 25.01.2022	Dissertantenzimmer, Freihaus A, 8.OG	Lecture

Show single appointments

Non-euclidean geometrics - Single appointments

Day	Date	Time	Location	Description
Thu	07.10.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	12.10.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	14.10.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	19.10.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	21.10.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	28.10.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	04.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	09.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	11.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	16.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	18.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	23.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	25.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	30.11.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	02.12.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	07.12.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	09.12.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	14.12.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Thu	16.12.2021	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture
Tue	11.01.2022	10:00 - 12:00	Dissertantenzimmer, Freihaus A, 8.OG	Lecture

Examination modalities

Oral exam.

Course registration

Begin	End	Deregistration end
01.09.2021 00:00

Curricula

Study Code	Obligation	Semester	Precon.	Info
033 201 Technical Mathematics	Mandatory elective
407 Subject: Descriptive Geometry	Mandatory	5. Semester

Literature

No lecture notes are available.

Preceding courses

Accompanying courses

104.471 UE Non-euclidean geometries

Language

German