Dissertation/Thesis Abstract

Integrating Exponential Dispersion Models to Latent Structures
by Basbug, Mehmet Emin, Ph.D., Princeton University, 2017, 125; 10254057
Abstract (Summary)

Latent variable models have two basic components: a latent structure encoding a hypothesized complex pattern and an observation model capturing the data distribution. With the advancements in machine learning and increasing availability of resources, we are able to perform inference in deeper and more sophisticated latent variable models. In most cases, these models are designed with a particular application in mind; hence, they tend to have restrictive observation models. The challenge, surfaced with the increasing diversity of data sets, is to generalize these latent models to work with different data types. We aim to address this problem by utilizing exponential dispersion models (EDMs) and proposing mechanisms for incorporating them into latent structures. (Abstract shortened by ProQuest.)

Indexing (document details)
Advisor: Schapire, Robert E., Engelhardt, Barbara E.
Commitee: Blei, David M., Cuff, Paul, Ramadge, Peter J.
School: Princeton University
Department: Electrical Engineering
School Location: United States -- New Jersey
Source: DAI-B 78/06(E), Dissertation Abstracts International
Subjects: Artificial intelligence, Computer science
Keywords: Bregman divergence, Clustering, Exponential dispersion model, Machine learning, Matrix factorization, Missing data
Publication Number: 10254057
ISBN: 978-1-369-55776-3
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