Lecture (WS 2017/2018)
Introduction to mathematical biology: CONTINUUM models
OBJECTIVE
The life sciences are rapidly turning from qualitative to quantitative sciences. To integrate the increasing amount of data in a systematic way, development and application of mathematical models are required. The objective of this lecture series is to get acquainted with important mathematical models (deterministic, continuous models; differential and partial differential equations; stochastic processes; discrete models, cellular automata and complex networks). Together with accompanying tutorials participants receive a profound introduction to modern bio-
mathematical concepts.
This semester's course “Continuum Models” focuses on selected time-dependent processes from cell biology and developmental biology. Ordinary/partial differential equation models and their mathematical and computational analysis will be introduced, including stability analysis, bifurcation analysis, metabolic control analysis as well as the biological interpretation of the mathematical results. Model application will be demonstrated with examples from cell cycle regulation, cellular signal transduction, metabolic networks, spatio-temporal pattern formation during embryonic development and tissue regeneration.
This course is suitable for but not restricted to (under)graduates in physics, mathematics, biology, medical and computer science.
- Time
Lectures: Tuesday, 16.40-18.10, Start: Oct. 17
Tutorials: biweekly, Wednesday, 16.40-18.10 - Location
APB - E10, Faculty of Computer Science, Nöthnitzer Str. 46 - Lecturer: Dr. Lutz Brusch
- Material accompanying the lecture, exercise tasks for the tutorials and the lecture calendar can be found here.
- Contact the coordinator: Prof. Dr. Andreas Deutsch, Tel. 463-31943, andreas.deutsch@tu-dresden.de
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