In this undergraduate course, students will explore how the brain works through the lens of dynamical systems. Across neuroscience, we encounter rich dynamical phenomena spanning multiple time scales — from millisecond electrical spikes at synapses to the slow processes of learning and memory unfolding over days or months.
We will use tools from nonlinear dynamics to build simple mathematical models that capture these neuroscience phenomena. No prior knowledge of neuroscience or dynamical systems is assumed. The course will introduce the fundamentals of both fields in a pedagogical and intuitive manner, emphasizing geometric reasoning, qualitative analysis, and modeling over technical formalism.
Prerequisites: Students are expected to have an understanding of linear algebra, single variable calculus, and at least some elementary understanding of ordinary differential equations and vector calculus
Schedule:
May 2026 - 18, 21, 25 and 28
June 2026 - 1, 4, 8 and 11
Time: 11:30 AM to 1:00 PM
A few tutorials may be announced as and when needed.
This course will be conducted in hybrid mode (including lectures and tutorials). Students can choose either classroom or online participation. More details will be shared separately with the selected candidates.
Participants will not be provided any financial support and local hospitality for attending the course.
Registration will close on 31 March 2026.
Selected participants will be informed via email.
For any queries contact us at: summer.course@ icts.res.in
