A probabilistic latent variable model for detecting structure in binary data
Christopher Warner, Kiersten Ruda, Friedrich T. Sommer

TL;DR
This paper presents a probabilistic latent variable model based on the Noisy-OR framework to identify hidden repeating patterns in noisy binary data, demonstrated on neural spike recordings.
Contribution
It introduces a novel application of the Noisy-OR model for detecting latent structures in noisy binary datasets, especially neural data.
Findings
Successfully extracted structure from synthetic spike trains.
Applied model to real retinal neuron data during visual stimulation.
Validated the model's effectiveness in uncovering cell assemblies.
Abstract
We introduce a novel, probabilistic binary latent variable model to detect noisy or approximate repeats of patterns in sparse binary data. The model is based on the "Noisy-OR model" (Heckerman, 1990), used previously for disease and topic modelling. The model's capability is demonstrated by extracting structure in recordings from retinal neurons, but it can be widely applied to discover and model latent structure in noisy binary data. In the context of spiking neural data, the task is to "explain" spikes of individual neurons in terms of groups of neurons, "Cell Assemblies" (CAs), that often fire together, due to mutual interactions or other causes. The model infers sparse activity in a set of binary latent variables, each describing the activity of a cell assembly. When the latent variable of a cell assembly is active, it reduces the probabilities of neurons belonging to this assembly…
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Taxonomy
TopicsNeural dynamics and brain function · Neural Networks and Applications · EEG and Brain-Computer Interfaces
