PDEs for Life Sciences 2020 /CourseID:1091

Detailed information

Most recent entry on 2020-06-30 

Organisational Unit

Lehrstuhl für Angewandte Mathematik (Modellierung und Numerik)

Recording type

Vorlesungsreihe

Language

English

Derivation of mathematical models based on partial differential equations for bio-physical and bio-chemical processes in life sciences, from the first principles. Introduction of elementary techniques for the computation of explicite solutions. Basic analytic results for reaction-diffusion equations.

Associated Clips

Episode
Title
Lecturer
Updated
Via
Duration
Media
1
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-04-21
Studon
00:10:10
2
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-04-21
Studon
00:18:47
3
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-04-21
Studon
00:25:11
4
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-04-27
Studon
00:31:36
5
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-05
Studon
00:20:58
6
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-05
Studon
00:46:59
7
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-11
Studon
00:35:35
8
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-12
Studon
00:33:14
9
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-19
Studon
00:36:17
10
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-22
Studon
00:29:47
11
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-05-26
Studon
00:49:09
12
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-06-09
Studon
00:47:47
13
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-06-16
Studon
01:02:09
14
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-06-23
Studon
00:56:06
15
PDEs for Life Sciences
PD Dr. Maria Neuss-Radu
2020-06-30
Studon
01:00:28

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