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Bayesian Bi-clustering of Neural Spiking Activity with Latent Structures

ICLR 2024 · Probabilistic and scientific modeling › Dynamical systems · approach: Low-rank and diffusion neural dynamics · 0 citations (OpenAlex)

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Proposes a nonparametric Bayesian bi-clustering model that clusters neurons into subject (population) clusters via mixture of finite mixtures over negative-binomial latent-trajectory models and clusters time into states via a sticky HDP-HMM with shared synchronous linear dynamics, fit by MCMC with Polya-Gamma augmentation.

Problem

Clustering multi-region neural spike counts both spatially (neuron populations) and temporally (experimental states) according to low-dimensional latent dynamics, when populations are unknown and over-dispersion and time-varying dynamics exist.

Approach

Jointly models neuron clusters as private latent trajectories (MFMM prior) and temporal states as synchronous local linear dynamics shared across all clusters (sticky HDP-HMM prior), with an NB observation model and an MCMC sampler using Polya-Gamma augmentation and marginalized likelihood for cluster assignments.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use NB observations instead of Poisson observationsbi-clustering on the simulated dataset · Simulationlatent-trajectory estimation biasHelped
Use Poisson observations instead of NB observationsbi-clustering on the simulated dataset · Simulationrecovery of clustering structureNo clear effect
Use Poisson observations instead of NB observationsbi-clustering on Neuropixels data · Allen Visual Coding Neuropixels, session 719161530agreement of detected clusters with anatomical sitesHurt
Ignore temporal state changes and use mixDPFAneural population clustering · Allen Visual Coding Neuropixels, session 719161530separation of VISp and LP clustersHurt
Assume static dynamics rather than time-varying dynamicsneural population clustering · Allen Visual Coding Neuropixels, session 719161530unbiased clustering structure estimationHurt
Simultaneously model subject and state clustering structuresbi-clustering method · Simulationlatent-structure estimationHelped

Surprising findings

Limitations

Experimental setup

Datasets: Allen Institute Visual Coding Neuropixels (session 719161530) simulated spiking counts

Benchmarks: simulated bi-clustering recovery Allen Neuropixels session 719161530

Metrics: posterior similarity matrix posterior histogram of cluster numbers maxPEAR latent trajectory recovery (HPD intervals) Geweke diagnostics

Baselines: Poisson bi-clustering mixDPFA

Builds on: mixPLDS mixDPFA sticky HDP-HMM mixture of finite mixtures Polya-Gamma augmentation

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