250049 VO Mathematische Populationsgenetik (2013S)
Labels
Details
Sprache: Englisch
Prüfungstermine
Donnerstag
04.07.2013
Donnerstag
04.07.2013
Montag
15.07.2013
Montag
09.09.2013
Montag
16.12.2013
Montag
30.06.2014
Montag
13.10.2014
Lehrende
Termine (iCal) - nächster Termin ist mit N markiert
Dienstag
05.03.
10:15 - 11:55
Seminarraum
Mittwoch
06.03.
11:05 - 11:55
Seminarraum
Dienstag
12.03.
10:15 - 11:55
Seminarraum
Mittwoch
13.03.
11:05 - 11:55
Seminarraum
Dienstag
19.03.
10:15 - 11:55
Seminarraum
Mittwoch
20.03.
11:05 - 11:55
Seminarraum
Dienstag
09.04.
10:15 - 11:55
Seminarraum
Mittwoch
10.04.
11:05 - 11:55
Seminarraum
Dienstag
16.04.
10:15 - 11:55
Seminarraum
Mittwoch
17.04.
11:05 - 11:55
Seminarraum
Dienstag
23.04.
10:15 - 11:55
Seminarraum
Mittwoch
24.04.
11:05 - 11:55
Seminarraum
Dienstag
30.04.
10:15 - 11:55
Seminarraum
Dienstag
07.05.
10:15 - 11:55
Seminarraum
Mittwoch
08.05.
11:05 - 11:55
Seminarraum
Dienstag
14.05.
10:15 - 11:55
Seminarraum
Mittwoch
15.05.
11:05 - 11:55
Seminarraum
Mittwoch
22.05.
11:05 - 11:55
Seminarraum
Dienstag
28.05.
10:15 - 11:55
Seminarraum
Mittwoch
29.05.
11:05 - 11:55
Seminarraum
Dienstag
04.06.
10:15 - 11:55
Seminarraum
Mittwoch
05.06.
11:05 - 11:55
Seminarraum
Dienstag
11.06.
10:15 - 11:55
Seminarraum
Mittwoch
12.06.
11:05 - 11:55
Seminarraum
Dienstag
18.06.
10:15 - 11:55
Seminarraum
Mittwoch
19.06.
11:05 - 11:55
Seminarraum
Dienstag
25.06.
10:15 - 11:55
Seminarraum
Mittwoch
26.06.
11:05 - 11:55
Seminarraum
Information
Ziele, Inhalte und Methode der Lehrveranstaltung
This lecture course gives an introduction to mathematical population genetics. Population genetics is concerned with the study of the genetic composition of populations and how this composition is changed by genetic, ecological, or evolutionary factors such as selection, mutation, recombination, mating, or migration. Therefore, in population genetics these mechanisms and their interactions are studied. Population genetics is a prerequisite for understanding biological evolution and has important applications in animal and plant breeding, as well as in conservation biology. In this course, an introduction to the most fundamental mathematical models is provided. These are usually formulated in terms of differential- or difference equations, or as Markov processes. In the simplest cases, these models describe the evolution of gene frequencies under the influence of the above mentioned factors. Also models are designed that allow inferences about evolutionary processes in the history of a population given data of its present genetic conposition. Essentially, Reinhard Bürger will teach the first half of the course, and Joachim Hermisson the second. This lecture course will be accompanied by Übungen (Proseminar), held by Doz. Dr. Claus Rüffler. Students are strongly advised to attend these Übungen because many important examples will be treated there that illustrate and deepen the theory covered in the lectures.
Art der Leistungskontrolle und erlaubte Hilfsmittel
Oral exam
Mindestanforderungen und Beurteilungsmaßstab
Prüfungsstoff
Literatur
Zuordnung im Vorlesungsverzeichnis
MBIP
Letzte Änderung: Sa 26.02.2022 00:25