Simulating neural computation and information processing with Brian Marcel Stimberg
Institut de la Vision/Sorbonne Université
marcel.stimberg@inserm.fr
Simulating neural computation and information processing with Brian - - PowerPoint PPT Presentation
Simulating neural computation and information processing with Brian Marcel Stimberg Institut de la Vision/Sorbonne Universit marcel.stimberg@inserm.fr Course material Updated material will be uploaded here: g i t h u b . c o m /
marcel.stimberg@inserm.fr
g i t h u b . c
/ b r i a n
e a m / b r i a n
a t e r i a l / t r e e / m a s t e r / 2 1 9
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n e To download everything in a single ZIP fjle (includes material from other courses as well): g i t h u b . c
/ b r i a n
e a m / b r i a n
a t e r i a l / a r c h i v e / m a s t e r . z i p To download individual jupyter notebook fjles, make sure to switch to “raw” view
Detailed neuronal morphologies point-neuron models
Hodgkin-Huxley formalism integrate-and-fjre model
input activity
fjring rate models
membrane potential
“delta synapse”
membrane potential synaptic current
“delta synapse” exponential current-based
membrane potential synaptic current synaptic conductance
“delta synapse” exponential current-based exponential conductance-based
the time of scientists”
defjnition of (almost) arbitrary models
(“a few” to ~100000 neurons), simulations on standard PCs, not supercomputers
– Flexible system to defjne models instead of library of prepared models – Explicit about model details – Mathematical notation, physical units
– High-level descriptions transformed into low-level code – Modular architecture allows for extensions (e.g. to run code on GPU)
dI syn dt =−I syn τsyn
Stimberg, Marcel, Romain Brette, and Dan FM Goodman. “Brian 2, an Intuitive and Effjcient Neural Simulator.” ELife 8 (2019): e47314. https://doi.org/10.7554/eLife.47314. Stimberg, Marcel, Dan F. M. Goodman, Victor Benichoux, and Romain Brette. “Equation-Oriented Specifjcation of Neural Models for Simulations.” Frontiers in Neuroinformatics 8 (2014). https://doi.org/10.3389/fninf.2014.00006