Many neurons in the auditory system respond to sounds nonlinearly; that is, its response to two sounds played simultaneously differs from the sum of its responses to each sound played alone. Nonlinearities are necessary for many computational functions, but unlike nonlinear models that allow closed-form solutions, nonlinear models are often too hard to characterize in practice. To make nonlinear models tractable, this project will combine single-unit recording in awake marmoset monkey with automated online stimulus design by parallel computing. The goal of this stimulus design is not to maximize the firing rate of a neuron, but to extract the most information about the global stimulus-response relationship. Optimal sounds will be designed "on the fly" according to a neuron's response history, with the help of a fast parallel computer whose running time is compatible with the single-unit recording experiment. The proposed research is expected to produce practical and widely applicable methods for characterizing nonlinear sensory neurons. The auditory system is an ideal system for this type of online experiment because sound space is of lower dimensions and allows faster computations. The methods developed here are expected to generalize to nonlinear problems in other sensory modalities.

Theory and algorithm development will focus on generating sound stimuli which can either most accurately estimate a given model, or maximally distinguish competing models. Nonlinear models with various degrees of complexity, including neural network models, will be used simultaneously, and contrasted against one another in the automated experiment. The model-based sound design method will be used to characterize complex response properties of neurons in auditory cortex and inferior colliculus of awake marmoset monkey, a vocal primate. This project focuses on the auditory cortex because studies of its pronounced nonlinearities may potentially benefit most from the new method. For comparison the same method will also be applied to the inferior colliculus, the inputs to which are better known, allowing more realistic hierarchical models to be developed. The models obtained from this method should provide a concise summary of the global stimulus-response relationship of a neuron that generalizes across all types of stimuli. Neural network models may also help extract additional information about the connectivity between different neuronal types, thus providing a link between the stimulus-response function and the structure of the underlying neural circuits.

Project Report

The goal of this project is twofold: (1) develop theory and algorithms for generating sound stimuli which can most accurately estimate a stimulus-response model, or maximally distinguish competing models, and (2) use model-based sound design to characterize complex response properties of neurons in the inferior colliculus and the auditory cortex. A closed-loop, automated stimulus design system was successfully set up to generate each stimulus on the fly, according to the responses to the preceding stimuli, while the activity of single auditory neurons were being recorded. The system tries to maximize information about an underying model rather than maximizing the responses. The result is a significant saving in time by reducing the number of stimuli needed for achieving the same accuracy of parameter estimation. We confirmed that, compared with data obtained from traditional random stimuli, the data obtained from the adaptive optimal design method allowed better predictions about the neuronal responses to various types of novel stimuli. We have also tested, on the same neurons, two different neural network models and generated stimuli that maximized the difference between the predictions of the two models in order to best distinguish them. Optimal probing of an input-output system for parameter estimation and for model comparison is a general problem that occurs in many disciplines. The optimal design methods may be adapted to related problems.

Agency
National Science Foundation (NSF)
Institute
Division of Information and Intelligent Systems (IIS)
Application #
0827695
Program Officer
Kenneth C. Whang
Project Start
Project End
Budget Start
2008-10-01
Budget End
2013-09-30
Support Year
Fiscal Year
2008
Total Cost
$524,999
Indirect Cost
Name
Johns Hopkins University
Department
Type
DUNS #
City
Baltimore
State
MD
Country
United States
Zip Code
21218