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Spectral Neural Models

Binder

Overview

This repository contains notes and code relating to spectral- (i.e. frequency) domain models of macro-scale neural dynamics.

The primary focus of this type of neurophysiological model is to reproduce two key features of the M/EEG power spectrum:

i) Spectral peaks (alpha, theta, etc.); number, location, magnitude

ii) Power law scaling exponents

We are interested in three things:

a) understanding - derivation of, motivation for, and behaviour of various spectral-domain neural models

b) simulating - using existing, modified, and novel models

c) fitting to empirical M/EEG power spectra, and assessing alternative optimization techniques (scipy.optimize, scikit-optimize, tensorflow, STAN, etc.)

Organization

notes/ - Technical descriptions and general reflections on models, data, and science
code/ - The beating heart. Core functions (mostly python code) for simulating power spectra and data fitting
data/ - Empirical power spectrum recordings from various sources
scratch/ - Miscellaneous and work-in-progress. Unapologetically messy


Check these out:

Interactive widget and model fitting for the Abeysuriya-Robinson model (live binder notebook)

Some notes on the model equations