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Categories and Functional Units: An Infinite Hierarchical Model for Brain Activations.

ABSTRACT: We present a model that describes the structure in the responses of different brain areas to a set of stimuli in terms of stimulus categories (clusters of stimuli) and functional units (clusters of voxels). We assume that voxels within a unit respond similarly to all stimuli from the same category, and design a nonparametric hierarchical model to capture inter-subject variability among the units. The model explicitly encodes the relationship between brain activations and fMRI time courses. A variational inference algorithm derived based on the model learns categories, units, and a set of unit-category activation probabilities from data. When applied to data from an fMRI study of object recognition, the method finds meaningful and consistent clusterings of stimuli into categories and voxels into units.

SUBMITTER: Lashkari D

PROVIDER: S-EPMC4022600 | biostudies-literature | 2010 Jan

REPOSITORIES: biostudies-literature

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Categories and Functional Units: An Infinite Hierarchical Model for Brain Activations.

Lashkari Danial D Sridharan Ramesh R Golland Polina P

Advances in neural information processing systems 20100101

We present a model that describes the structure in the responses of different brain areas to a set of stimuli in terms of <i>stimulus categories</i> (clusters of stimuli) and <i>functional units</i> (clusters of voxels). We assume that voxels within a unit respond similarly to all stimuli from the same category, and design a nonparametric hierarchical model to capture inter-subject variability among the units. The model explicitly encodes the relationship between brain activations and fMRI time ...[more]

PMID: 24839377

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