The 18th KMGS will be held on April 6th, Thursday, at Natural Science Building (E6-1) Room 1501.
We invite a speaker Kyunghan Choi from the Dept. of Mathematical Sciences, KAIST.
The abstract of the talk is as follows.
Slot (AM 11:50~PM 12:30)
[Speaker] Kyunghan Choi(최경한) from Dept. of Mathematical Sciences, KAIST, supervised by Prof. Yongjung Kim (김용정 교수님)
[Title] Pattern formations by biological diffusion : chemotaxis model
[Discipline] Analysis
[Abstract]
In this seminar, we will talk about the chemotaxis model, which is a diffusion model for biological dispersion. Chemotaxis is the movement of biological organisms in response to chemical stimuli. The chemotaxis model has nonlinear diffusion with no reaction term and has been extensively studied in the sense of a diffusion model for heterogeneous media. The nonlinear diffusion alone makes it possible to allow us to observe various spatial patterns. We will see what kind of pattern formation the model provides and what mathematical problems this model can be applied to.
[Language] Korean but English if it is requested
