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Dissertation/Thesis Abstract

A statistical fuzzy grade-of-membership approach to unsupervised data clustering with application to remote sensing
by Talbot, Lisa Mecham, Ph.D., Brigham Young University, 1996, 183; 9701124
Abstract (Summary)

A fuzzy Grade-of-Membership (GoM) paradigm in the context of unsupervised data clustering is presented. GoM partitioning characteristics are examined through theoretical and empirical means, revealing a robust and general framework. GoM is compared and contrasted with three conventional algorithms, namely, vector quantization (VQ), fuzzy c-means (FCM), and deterministic annealing (DA). The comparison is facilitated by a restatement of equations in a form that reveals fundamental mathematical relationships and suggests an approach to efficient practical implementation. Here, GoM distinguishing characteristics are highlighted, strengths and limitations are identified, and applicability conditions are established. Developed theory is confirmed and GoM partitioning characteristics are further illuminated by experimental comparison of GoM, VQ, FCM, and DA partitioning for several simulated annealing and reduced complexity stochastic relaxation is also developed and presented here. GoM partitioning is newly applied to a remote sensing problem with cloud climatology data. In particular, monthly cloud product data from NASA's International Satellite Cloud Climatology Project (ISCCP), is examined for climatic classification.

Indexing (document details)
Advisor: Tolley, H. Dennis
School: Brigham Young University
School Location: United States -- Utah
Source: DAI-B 57/08, Dissertation Abstracts International
Subjects: Electrical engineering, Statistics, Remote sensing
Publication Number: 9701124
ISBN: 978-0-591-07397-3
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