Title Information
Title
The Incidental Parameter Problem in Network Analysis for Neural Spiking Data
Name: Personal
Name Part
Nadkarni, Dahlia
Role
Role Term: Text
creator
Origin Information
Copyright Date
2015
Physical Description
Extent
xii, 137 p.
digitalOrigin
born digital
Note
Thesis (Ph.D. -- Brown University (2015)
Name: Personal
Name Part
Harrison, Matthew
Role
Role Term: Text
Director
Name: Personal
Name Part
Geman, Stuart
Role
Role Term: Text
Reader
Name: Personal
Name Part
Amarasingham, Asohan
Role
Role Term: Text
Reader
Name: Corporate
Name Part
Brown University. Applied Mathematics
Role
Role Term: Text
sponsor
Genre (aat)
theses
Abstract
The spiking electrical activity of simultaneously recorded neurons is often modeled as a multivariate binary time series. Inference about the fast temporal correlation structure of this multivariate time series, such as zero-lag synchrony and precise lag-lead relationships, is complicated by the time varying response of the neurons to their many unobserved and correlated inputs. Classical approaches to this problem suffer from model misspecification or incidental parameter problems in which the number of nuisance parameters grows with the size of the data. We develop a conditional inference approach that works well for inferring the synchrony parameters in log-linear models (maximum entropy models) with non-stationary background firing rates. We also explore a composite likelihood (or the pseudo-likelihood) approach that scales better to larger numbers of neurons and more complex models, and an alternate Bayesian non-parametric approach using Dirichlet process mixture (DPM) priors for the nuisance parameters.
Subject
Topic
Incidental parameter problems
Subject
Topic
Conditional inference
Record Information
Record Content Source (marcorg)
RPB
Record Creation Date (encoding="iso8601")
20150601
Language
Language Term: Code (ISO639-2B)
eng
Language Term: Text
English
Identifier: DOI
10.7301/Z04F1P47
Access Condition: rights statement (href="http://rightsstatements.org/vocab/InC/1.0/")
In Copyright
Access Condition: restriction on access
Collection is open for research.
Type of Resource (primo)
dissertations