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30027 open access dissertations and theses found for:
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1.
Matrix roots of nonnegative and eventually nonnegative matrices
by Paparella, Pietro, Ph.D.  Washington State University. 2013: 85 pages; 3598105.
2.
Extensions of Nonnegative Matrices
by AlBaidani, Mashael Mothabet H., Ph.D.  Washington State University. 2019: 83 pages; 13812370.
3.
The Nonnegative Matrix Factorization: Methods and Applications
by Landi, Amanda Kim, Ph.D.  North Carolina State University. 2015: 120 pages; 10586642.
4.
Error Floors of LDPC Codes and Related Topics
by Butler, Brian K., Ph.D.  University of California, San Diego. 2013: 180 pages; 3567517.
6.
Stochastic Data Clustering
by Wessell, Charles David, Ph.D.  North Carolina State University. 2011: 102 pages; 3479609.
7.
Copositive programming: Separation and relaxations
by Dong, Hongbo, Ph.D.  The University of Iowa. 2011: 124 pages; 3494023.
8.
Analysis and design of systems with a non-negative impulse response
by Liu, Yuzhe, Ph.D.  University of Notre Dame. 2011: 227 pages; 3496611.
9.
Pseudo-companion Matrices for Polynomial Systems
by Kleczynski, Melinda, M.S.  Michigan Technological University. 2018: 113 pages; 10791562.
10.
Effective source separation algorithm using NMF and sparse NMF for acoustic fall detection
by Wang, Yanlin, M.S.  University of Missouri - Columbia. 2014: 119 pages; 10180882.
13.
Nonnegative Solutions of Nonlinear Fractional Laplacian Equations
by Hollifield, Elliott Z., Ph.D.  The University of North Carolina at Greensboro. 2020: 161 pages; 28022855.
14.
Approximation of Positive Semidefinite Matrices Using the Nyström Method
by Arcolano, Nicholas Francis, Ph.D.  Harvard University. 2011: 247 pages; 3462777.
15.
Facilitating the Acquisition of Realistic Material Appearance Models
by Lockerman, Yitzchak, Ph.D.  Yale University. 2016: 126 pages; 10584954.
16.
Matroids and Convex Geometry in Combinatorics and Algebra
by Gotti, Felix, Ph.D.  University of California, Berkeley. 2019: 153 pages; 13883125.
17.
Tenability and Computability of Generalized Pólya Urns
by Konzem, Scott R., Ph.D.  The George Washington University. 2017: 103 pages; 10263413.
18.
Matrix Population Models in Conservation and Ecotoxicology
by Arnason, Elizabeth, M.S.  University of South Dakota. 2017: 53 pages; 10285539.
19.
20.
Spectral Analysis of Directed Graphs using Matrix Perturbation Theory
by Li, Yuemeng, Ph.D.  The University of North Carolina at Charlotte. 2017: 143 pages; 10618933.
21.
Random Recursive Tree Evolution Algorithms: Identification and Characterization of Classes of Deletion Rules
by Saunders, Arnold T., Jr., Ph.D.  The George Washington University. 2020: 114 pages; 27830773.
22.
Higher-order Random Walk Methods for Data Analysis
by Wu, Tao, Ph.D.  Purdue University. 2018: 135 pages; 10790747.
23.
Homological invariants in the representation theory of finite dimensional algebras
by Howard, Thomas Troy, Ph.D.  University of California, Santa Barbara. 2011: 107 pages; 3473754.
24.
Discrete Ergodic Jacobi matrices: Spectral Properties and Quantum Dynamical Bounds
by Han, Rui, Ph.D.  University of California, Irvine. 2017: 146 pages; 10288910.
25.
26.
Graph diffusions and matrix functions: Fast algorithms and localization results
by Kloster, Kyle, Ph.D.  Purdue University. 2016: 114 pages; 10149739.
27.
Realtime controller tuning for periodic disturbance rejection with application to active noise control
by Kinney, Charles E., Ph.D.  University of California, San Diego. 2009: 193 pages; 3352708.
28.
Evaluating System Readiness Level Reversal Characteristics Using Incidence Matrices
by London, Mark Alan, Ph.D.  The George Washington University. 2015: 129 pages; 3680348.
30.
Probing Integrin Specificity in regards to Clustering Dynamics on Soft and Stiff Matrices
by Gile, Ryan Edward, M.S.  University of California, San Francisco. 2011: 73 pages; 1490823.
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