CNS 2015 Day 2 and 3
The notes have not been proofread. Please do your research before you pick anything from this post. It is meant to be a rough sketch of everything that I heard and noted at the conference. Since quite a bit of this is new to me, it is bound to be inaccurate, unspecific, and possibly even incorrectly quoted.
Day 2 - Collective information storage by stochastic model of structural plasticity
- If animal is learning, spine formation and destruction is much higher.
- Model of structural plasticity
- Neural activity.
- Synaptic weights.
- Network structure.
- Weight is directly proportional to spine volume
- Spine volume is directly proportional to spine stability
- Stochastic
- P(removal), P(formation)
- Calibrated using experimental data.
- Post synaptic correlation stabilises synaptic weight.
- Synapses between 2 neurons don't know about each other.
Limited range correlations, when modulated by firing rate, can substantially improve neural population coding
- Noisy population coding problem.
- Retina displays rate dependent correlations that strongly enhance population codes.
Day 3 - Gerstner Keynote
- Model scales
- Population rate model (Wilson Cowan) -> coarse graining -> phenomenological model (LIF) -> simplification -> biophysical (Hodgkin-Huxley).
- CITE: Harris & Shepperd 2015 - populations of neuron and classification.
- Parameter extraction
- Adaptation
- Generalised linear model (GLM) or spine response model (SRM).
- CITE: Gerstner and Naud 2009
- Steps:
- Systematic optimisation of parameters
- Predict membrane potential -> quadratic error function
- We have potentials, now optimise spike timings.
- Very quick process
- Spikes and thresholds have an effect on functioning of neuron from about 10 seconds.
- Quantifying spike timing - 90% predictability
- CITE: Mensi et al. J. neurophsyiology 2011
- Allen Institute - high throughput work
- CITE: Naud and Gerstner 2012 - PLOS computational biology.
- Fluctuations are good because they ensure that multiple solutions are exhibited
- Finite size issue
- Power spectrum
- Schwalger et al. 2014 + poster at CNS
- For differential equations -> find fixed points -> linearise -> them other analysis.
- Systematic optimisation of parameters
Misc
- Critical state -> functions of network are most efficient
- Lots of evidence from models but only recently have they received experimental data - Poster 221
- Disadvantages of criticality
- Fine tuning
- Slightly sub-critical is better.
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