The fly connectome reveals a path to the effectome

A goal of neuroscience is to obtain a causal model of the nervous system. The recently reported whole-brain fly connectome<sup>1-3</sup> specifies the synaptic paths by which neurons can affect each other, but not how strongly they do affect each other in vivo. To overcome this limitation, we introduce a combined experimental and statistical strategy for efficiently learning a causal model of the fly brain, which we refer to as the 'effectome'. Specifically, we propose an estimator for a linear dynamical model of the fly brain that uses stochastic optogenetic perturbation data to estimate causal effects and the connectome as a prior to greatly improve estimation efficiency. We validate our estimator in connectome-based linear simulations and show that it recovers a linear approximation to the nonlinear dynamics of more biophysically realistic simulations. We then analyse the connectome to propose circuits that dominate the dynamics of the fly nervous system. We discover that the dominant circuits involve only relatively small populations of neurons-thus, neuron-level imaging, stimulation and identification are feasible. This approach also re-discovers known circuits and generates testable hypotheses about their dynamics. Overall, we provide evidence that fly whole-brain dynamics are generated by a large collection of small circuits that operate largely independently of each other. This implies that a causal model of a brain can be feasibly obtained in the fly.

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Publication Details

Journal
Nature
Published
2024-10-02
DOI
https://doi.org/10.1038/s41586-024-07982-0
Citations
31
Primary Topic
Neural dynamics and brain function
Type
article
Field-Weighted Citation Impact
10.62

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article

The fly connectome reveals a path to the effectome

Claire McKellar, Dean A. Pospisil, Szi-chieh Yu, Philipp Schlegel et al.
31 citations
Nature
Neural dynamics and brain function
10.62
article

The fly connectome reveals a path to the effectome

Claire McKellar, Dean A. Pospisil, Szi-chieh Yu, Philipp Schlegel, Sven Dorkenwald, Max Jameson Aragon, Jonathan W. Pillow, Gregory S.X.E. Jefferis, Amy Sterling, Katharina Eichler, Arie Matsliah, Marta Costa, Mala Murthy
article en
31 citations

Abstract

A goal of neuroscience is to obtain a causal model of the nervous system. The recently reported whole-brain fly connectome<sup>1-3</sup> specifies the synaptic paths by which neurons can affect each other, but not how strongly they do affect each other in vivo. To overcome this limitation, we introduce a combined experimental and statistical strategy for efficiently learning a causal model of the fly brain, which we refer to as the 'effectome'. Specifically, we propose an estimator for a linear dynamical model of the fly brain that uses stochastic optogenetic perturbation data to estimate causal effects and the connectome as a prior to greatly improve estimation efficiency. We validate our estimator in connectome-based linear simulations and show that it recovers a linear approximation to the nonlinear dynamics of more biophysically realistic simulations. We then analyse the connectome to propose circuits that dominate the dynamics of the fly nervous system. We discover that the dominant circuits involve only relatively small populations of neurons-thus, neuron-level imaging, stimulation and identification are feasible. This approach also re-discovers known circuits and generates testable hypotheses about their dynamics. Overall, we provide evidence that fly whole-brain dynamics are generated by a large collection of small circuits that operate largely independently of each other. This implies that a causal model of a brain can be feasibly obtained in the fly.

NatureVol. 634(8032)
MRC Laboratory of Molecular Biology (GB), Princeton University (US), University of Cambridge (GB)
Wellcome Trust, National Institutes of Health, Medical Research Council, National Institute of Neurological Disorders and Stroke
Affordable and clean energy
Openalex Percentile: Top 1%
Neural dynamics and brain function
10.62
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