Introduction to Programming for Science Students
Lecture: Mo, 16-18h, HS Weismann-Haus, Albertstr. 21a
Tutorial: 2 hours, various dates
Teacher: Ludwig Striet
Language: in German
none
Computer Exercise (2HfB21, MEH21, MEB21)
Elective (Option Area) (2HfB21)
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)
Lecture: Mo, Mi, 12-14h, HS II, Albertstr. 23b
Tutorial: 2 hours, date to be determined and announced in class
Requirements on examinations, assessments and coursework will be described in the supplements of the module handbooks to be published as part of the course cataloque by end of October.
Teacher: Patrick Dondl
Assistant: Ludwig Striet, Oliver Suchan
Language: in English
The aim of this course is to give an introduction into theory of linear partial differential equations and their finite difference as well as finite element approximations. Finite element methods for approximating partial differential equations have reached a high degree of maturity, and are an indispensable tool in science and technology. We provide an introduction to the construction, analysis, and implementation of finite element methods for different model problems. We will address elementary properties of linear partial differential equations along with their basic numerical approximation, the functional-analytical framework for rigorously establishing existence of solutions, and the construction and analysis of basic finite element methods.
Required: Analysis~I and II, Linear Algebra~I and II as well as knowledge about higher-dimensional integration (e.g. from Analysis~III or from Further Chapters in Analysis) \
Recommended: Numerics for differential equations, Functional analysis
Elective (Option Area) (2HfB21)
Compulsory Elective in Mathematics (BSc21)
Mathematical Concentration (MEd18, MEH21)
Applied Mathematics (MSc14)
Mathematics (MSc14)
Concentration Module (MSc14)
Elective (MSc14)
Advanced Lecture in Numerics (MScData24)
Elective in Data (MScData24)
Computer exercises for 'Introduction to Theory and Numerics of Partial Differential Equations'
Requirements on examinations, assessments and coursework will be described in the supplements of the module handbooks to be published as part of the course cataloque by end of October.
Teacher: Patrick Dondl
Assistant: Ludwig Striet, Oliver Suchan
Language: in English
The computer tutorial accompanies the lecture with programming exercises.
See the lecture – additionally: programming knowledge.
Elective (Option Area) (2HfB21)
Elective (BSc21)
Supplementary Module in Mathematics (MEd18)
Elective (MSc14)
Elective (MScData24)
Introduction to Programming for Science Students
Lecture: Mo, 16-18h, HS Weismann-Haus, Albertstr. 21a
Tutorial: 2 hours, various dates
Teacher: Ludwig Striet
Language: in German
none
Computer Exercise (2HfB21, MEH21, MEB21)
Elective (Option Area) (2HfB21)
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)
Seminar: Do, 12-14h, SR 125, Ernst-Zermelo-Str. 1
Preliminary Meeting 15.07., 13:00, SR 403, Ernst-Zermelo-Str. 1
Preparation meetings for talks: Dates by arrangement
Teacher: Susanne Knies, Ludwig Striet
Language: in German
Numerous dynamic processes in the natural sciences can be modeled by ordinary differential equations. In this proseminar we will deal with explicit solution methods for differential equations as well as the application situations (reaction kinetics, predator-prey models, mathematical pendulum, different growth processes, . . . ) which can be described by them.
Analysis~I and II, Lineare Algebra~I and II
Undergraduate Seminar (2HfB21, BSc21, MEH21, MEB21)
Lecture: Mo, 16-18h, HS Weismann-Haus, Albertstr. 21a
Teacher: Ludwig Striet
Computer Exercise (2HfB21, MEH21, MEB21)
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)
Lecture: Mo, 16-18h, HS Weismann-Haus, Albertstr. 21a
Sit-in exam 27.07., 08:00-18:00
Sit-in exam 28.07., 08:00-18:00
Teacher: Ludwig Striet
Assistant: Tatjana Stiefken
general:
Computer Exercise (2HfB21, MEH21, MEB21)
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)
Einführung in die Programmierung für Studierende der Naturwissenschaften
Lecture: Mo, 16-18h, HS Weismann-Haus, Albertstr. 21a
Teacher: Ludwig Striet
general:
Computer Exercise (2HfB21, MEH21, MEB21)
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)
Mo, 16-18h, bbb-Raum °Morphy°, online
Teacher: Ludwig Striet
Assistant: Hedwig Keller
general:
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)
Seminar: Mathematische Bildverarbeitung
Mo, 14-16h, , online
Teacher: Sören Bartels
Assistant: Ludwig Striet, Vera Jakisch
Compulsory Elective in Mathematics (BSc21)
Supplementary Module in Mathematics (MEd18)
Mo, 16-18h, HS Weismann-Haus, Albertstr. 21a
Teacher: Christian Palus
Assistant: Ludwig Striet
general:
BOK course (BSc21)
Supplementary Module in Mathematics (MEd18)