702102 VO Consolidation Linear Algebra and Analytic Geometry

summer semester 2020 | Last update: 26.02.2020 | Place course on memo list

Department:

Department of Mathematics

Instructor:

Dipl.-Ing. Tobias Josef Hell, BSc PhD

Course number:

702102

Title:

VO Consolidation Linear Algebra and Analytic Geometry

Type/hours:

VO 1

ECTS credits:

1,5

Period:

weekly

Mode of repetition:

annually

Language of instruction:

German

Learning Outcome:

Students who have completed this course understand the topics covered in the lectures, and are able to express and to apply them. They are able to acquire knowledge on similar topics independently. They acquired a consolidated understanding of some important concepts of linear algebra.

Contents:

Consolidation of some topics of the course Lineare Algebra 1.

Methods:

oral presentation in a lecture hall

Assessment:

Written exam after the end of the course.

Literature:

Beutelspacher, Albrecht: Lineare Algebra. Eine Einführung in die Wissenschaft der Vektoren, Abbildungen und Matrizen. Springer Verlag, 8. Auflage 2013.

Jänich, Klaus: Lineare Algebra. Springer Verlag, 11. Auflage 2008.

Lipschutz, Seymour; Greiner, Dieter; Schramm, Reginald: Lineare Algebra. Theorie und Anwendung. 600 ausführliche Lösungsbeispiele. Mc Graw-Hill Verlag, 2. Auflage 1999.

Gabriel, Peter: Matrizen, Geometrie, Lineare Algebra. Birkhäuser Verlag, 1996.

Koecher, Max: Lineare Algebra und analytische Geometrie. Springer Verlag, 4. Auflage, 1. korr. Nachdruck 2003.

eLearning shares:

eLecture (100% virtual teaching)

Start:

to be announced

allocated to study field

Faculty of Mathematics, Computer Science and Physics

Bachelor's Programme Mathematics according to the Curriculum 2007 (180 ECTS-Credits, 6 semesters)

First Semester

Compulsory Module 1: Linear Algebra and Analytic Geometry 1 (10 ECTS-Credits, 6 h)

Dates

Group 1	Export course dates of this group as iCalendar (.ics) Help
Date	Time	Location
Mon 2020-03-02	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-03-09	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-03-16	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-03-23	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-03-30	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-04-20	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-04-27	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-05-04	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-05-11	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-05-18	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-05-25	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-06-08	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-06-15	08.15 - 10.00	HSB 7 HSB 7	Barrier-free
Mon 2020-06-22	08.15 - 10.00	HSB 7 HSB 7	Barrier-free