Vrije Universiteit Amsterdam Computational Analysis of Spatiotemporal Patterns of Activity in Neuronal Networks Arjen van Ooyen (EN) Arjen Brussaard (EN) Ronald van Elburg (EN) Mathisca de Gunst (Statistics) Fabio Rigat (Statistics) PhD Vacancy VU: Jaap van Pelt (NN) Randal Koene (NN) NIH: NWO Computational Life Sciences Program
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Vrije Universiteit Amsterdam Computational Analysis of Spatiotemporal Patterns of Activity in Neuronal Networks Arjen van Ooyen (EN) Arjen Brussaard (EN)
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Vrije Universiteit Amsterdam
Computational Analysis of Spatiotemporal Patterns of Activity
in Neuronal Networks
Arjen van Ooyen (EN)Arjen Brussaard (EN)Ronald van Elburg (EN)Mathisca de Gunst (Statistics)Fabio Rigat (Statistics)PhD Vacancy (Statistics)
VU:Jaap van Pelt (NN)Randal Koene (NN)
NIH:
NWO Computational Life Sciences Program
Spatiotemporal Patterns of Activity
• Cortical function based on dynamic patterns of activity in networks
• Exploring how dynamics depends on structural and functional network connectivity
• Key genes that affect network activity and thus cognition and behavior
• Techniques for recording neuronal activity– Single unit– Simultaneous recording of many neurons
Monitoring Neuronal Activity
40 Hz stimulation
s
wmIV
LFP
s
wmIV
LFP
Photodiode array monitoring of voltage-sensitive dye activity (Brussaard et al., VU)
Recording action potentials with multi-electrode arrays (Van Pelt et al., NIH)
CASPAN
1. Development of statistical methods for analysis and comparison of experimentally observed patterns of activity
2. Development of macroscopic neuronal network models with realistic functional and structural connectivity to simulate neuronal activity
3. Development of neuronal microcircuit models to investigate how fine structure of synaptic connectivity contributes to dynamics of neuronal activity
NWO Computational Life Sciences Program
Computational Analysis of Spatiotemporal Patterns of Activity in Neuronal Networks
Spatiotemporal Pattern Analysis
Breakdown of long-range temporal correlations in 5-Hz oscillations of depressive patients
Detection of long-range temporal correlations
Klaus Linkenkaer-Hansen et al.
Detrended fluctuation analysis
Spatiotemporal Pattern Analysis
Senseman and Robbins, J. Neurophysiol. 2001
KL basis images
Karhunen-Loeve decomposition
R C
Spatiotemporal Pattern Analysis
• Drawback existing statistical methods: not based on underlying biological processes
• Develop a model-based statistical approach that uses knowledge of the dynamics in neurons
• ‘Simple’ stochastic neural networks
Generating Network Connectivity
Kalisman et al., Biol. Cybern. 2003
Dendritic Axonal
Presynaptic cell
Generating Network Connectivity
Excitatory cellInhibitory cell
Ee
Ei
Er
Threshold
Vm
Integrate-and-fire model neurons
e ie e
i iei
For each type of connection:• Range• Number• Strength
Koene, Van Ooyen, Van Pelt
Decay Time GABAergic Current and Network Activity
20 ms40 pA
1 +/+
1 -/-1 -/-
GABAA receptor 1 +/+ 1 -/-
1 +/+
1 -/-
40 Hz stimulation Experimental data Bosman et al., in prep
msModel Data
Van Ooyen, Bosman, Brussaard, Neurocomputing 2004; Bosman et al., in prep
1 -/-
1 +/+
Neuronal Microcircuits
Somogyi et al., Brain Res. Reviews 1998
Input-output characteristics influenced by:• Type of cells• Connectivity pattern• Excitation-Inhibition feedback loops• Synaptic strength• Short-term synaptic plasticity• Neuronal morphology
Van Ooyen et al., Network 2002Van Ooyen, Fonds, Van Elburg, in prep 100 ms
25 mV
Neuronal Microcircuit Models
MPBP
Pyr
Facilitation Depression
exex
in
in
Input
Van Elburg, Burnashev, Van Ooyen
Izhikevich et al., TINS 2003
PostsynapticEPSP
Postsynaptic EPSP
Neuroinformatic Challenges
• For analysing activity patterns: new statistical methods that uses knowledge of neuronal dynamics
• Stochastic model for the generation of connectivity and its variation (for microcircuit and macroscopic model)
• Macroscopic network model, incorporating short-term synaptic plasticity, to study synchrony and spread of activity
• Microcircuit model, and characterization of its dynamics
• Investigate use of microcircuit model as elementary unit (transfer function) in large scale network model