Fast Multi-Group Gaussian Process Factor Models
Evren Gokcen, Anna I. Jasper, Adam Kohn, Christian K. Machens, Byron, M. Yu

TL;DR
This paper introduces two scalable methods for multi-group Gaussian process factor models, significantly reducing computational complexity and enabling analysis of large-scale neural recordings across multiple brain areas.
Contribution
The authors develop two approximate fitting approaches that reduce runtime from cubic to linear, facilitating large-scale multi-population neural data analysis.
Findings
Both methods achieved significant speed-ups with minimal statistical performance loss.
The frequency domain approach provided the best runtime improvements with few trade-offs.
Strategies to mitigate estimation biases in the frequency domain method were demonstrated.
Abstract
Gaussian processes are now commonly used in dimensionality reduction approaches tailored to neuroscience, especially to describe changes in high-dimensional neural activity over time. As recording capabilities expand to include neuronal populations across multiple brain areas, cortical layers, and cell types, interest in extending Gaussian process factor models to characterize multi-population interactions has grown. However, the cubic runtime scaling of current methods with the length of experimental trials and the number of recorded populations (groups) precludes their application to large-scale multi-population recordings. Here, we improve this scaling from cubic to linear in both trial length and group number. We present two approximate approaches to fitting multi-group Gaussian process factor models based on (1) inducing variables and (2) the frequency domain. Empirically, both…
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Taxonomy
TopicsGaussian Processes and Bayesian Inference
MethodsGaussian Process
