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Organizers:
Richard Bertram (Florida State University), Yangyang Wang, Brandeis University
Description:
Neural systems exhibit complex dynamics, nonlinearities, and stochasticity that can only be handled with mathematical analysis for a deeper understanding. This minisymposium will feature four speakers who use computational modeling and mathematical theory to address key questions in neurodynamics at scales ranging from single cells to neural networks. The topics will include dynamics of rhythmic neuronal activity influenced by neural attributes such as connectivity, coupling strength, and timescales, and single-cell and network neural oscillations.
Diversity Statement:
The four speakers consist of one woman and 3 men, from two different countries (one from the U.S.A. and three from Canada), and at three different career stages (1 graduate student, 2 associate professors, 1 full professor). One organizer is female (assistant professor from the U.S.A.) and the other is male (full professor from the U.S.A.).
Adam Stinchcombe (University of Toronto)
"A Mathematical Model for the Role of Dopamine-D2 Self-Regulation in the Production of Ultradian Rhythms"
Amin Akhshi (McGill University)
"From Chaos to Neural Code: Exploring the Role of Gamma Burst Oscillations in Sensory Pyramidal Cells"
Na Yu (Toronto Metropolitan University)
"Exploring the Role of Noise and Coupling Strength in the Emergent Dynamics of Clustered Neural Motifs"
Richard Bertram
"Dynamic Homeostasis in Relaxation and Bursting Oscillations"
