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🧠 Mathematical Modelling in Neuroscience

Instructors

  • Fernanda Selingardi (Universidade Federal de Alagoas, Brazil)
  • Leonardo Gollo (Campus Universitat de les Illes Balears, Palma de Mallorca. Spain)
  • Marilyn Gatica (Northeastern University London, UK)

Keywords: Neural dynamics, synchronisation phenomena, criticality in neural networks, brain network analysis, differential equations, dynamical systems


πŸ›  Practical Focus

Hands-on modeling of neural systems using Python.


πŸ“š Description

This course explores mathematical models used to understand, model, and analyse neural dynamics and brain function.

Topics include, but are not restricted to:

  • Brain network analysis
  • Applications of topology in neuroscience
  • Synchronization phenomena
  • Criticality in neural networks
  • Applications of differential equations and dynamical systems to neuroscience

Participants will learn about the latest research and develop skills in modelling and analysing neural systems, both theoretically and numerically.

The course will include theoretical material, tutorials, and access to datasets for hands-on exploration.


πŸ—“ Schedule

Time Monday Tuesday Wednesday Thursday
09:00–10:30 Introduction Brain Across Scales Higher-Order analysis Tutorial
14:00–15:30 Single neuron Tutorial
Biological Neural Networks
Connectivity Tutorial Brain synchronization Brain Criticality + Cognition

πŸš€ Dependencies (Important!)

To ensure the tutorials run smoothly, please install the required packages for each part of the workshop:


Feel free to clone this repository and follow along with the materials as they're released.

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Keywords: Neural dynamics, synchronization phenomena, criticality in neural networks, brain network analysis, differential equations, dynamical systems Practical Focus: Hands-on modeling of neural systems using Python.

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