What makes this laboratory attractive
The goal is not only to learn abstract mathematics, but to see how models, theory, and real-world phenomena are connected.
Start from concrete questions
Segregation of species, pattern formation, and nonlinear dynamics provide intuitive entry points into advanced mathematics.
Learn solid theory
Students encounter reaction-diffusion systems, bifurcation, stability, and nonlinear analysis that naturally connect to graduate-level study.
Grow into research
Reading seminars, graduation research, presentations, and graduate study are connected in a gradual and realistic way.
Recent keywords
Reaction-diffusion
Cross-diffusion
Bifurcation
Pattern formation
Mathematical biology
Nonlinear PDE
Good starting points for students
- Interest in mathematical modeling
- Desire to study analysis and differential equations more deeply
- Considering graduate study and research