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1.
Efficient idempotent methods for optimal control
by Deshpande, Ameet Shridhar, Ph.D.  University of California, San Diego. 2009: 198 pages; 3389391.
2.
Robust Stability Analysis for a Class of Extended Linearization Systems
by Nazari, Sam, M.S.  Northeastern University. 2011: 94 pages; 1499814.
3.
Chaos, Observability and Symplectic Structure in Optimal Estimation
by Rey, Daniel, Ph.D.  University of California, San Diego. 2017: 185 pages; 10281245.
6.
Inverse optimal control for deterministic continuous-time nonlinear systems
by Johnson, Miles J., Ph.D.  University of Illinois at Urbana-Champaign. 2013: 147 pages; 3632073.
7.
Uniqueness Properties in the Theory of Stochastic Differential Equations
by Gomez Henao, Alejandro, Ph.D.  University of Rochester. 2013: 56 pages; 3555025.
8.
An analysis of shift work: Compensating differentials and local economic conditions
by Trent, Colene, Ph.D.  The University of Mississippi. 2013: 187 pages; 3567640.
9.
Affine processes in finance: Numerical approximation, simulation and model properties
by Kim, Kyoung-Kuk, Ph.D.  Columbia University. 2008: 187 pages; 3333483.
10.
Simulation and Control of Biological Stochasticity
by Rackauckas, Christopher Vincent, Ph.D.  University of California, Irvine. 2018: 209 pages; 10827971.
11.
Analysis of Sequential Caputo Fractional Differential Equations with Applications
by Sambandham, Bhuvaneswari, Ph.D.  University of Louisiana at Lafayette. 2016: 97 pages; 10163318.
12.
Development of Multistep and Degenerate Variational Integrators for Applications in Plasma Physics
by Ellison, Charles Leland, Ph.D.  Princeton University. 2016: 272 pages; 10090246.
13.
Analysis of a partial differential equation model for necrotizing enterocolitis
by Tronzo, Mark D., Ph.D.  University of Pittsburgh. 2014: 304 pages; 3582733.
14.
New wrinkles on black hole perturbations: Numerical treatment of acoustic and gravitational waves
by Tenyotkin, Valery, Ph.D.  The University of North Carolina at Chapel Hill. 2009: 159 pages; 3354519.
15.
Symmetries of wave equations of statistical optics
by Mitofsky, Andrea M., Ph.D.  University of Illinois at Urbana-Champaign. 2008: 166 pages; 3337877.
16.
Investigating Accuracy of the Reconfigurable Optical Computer (ROC) in Metatronics for Solving Partial Differential Equations
by Crandall, Joseph Warren, M.S.  The George Washington University. 2019: 82 pages; 13864207.
18.
An algorithmic process for graphical simulation of manipulator motion trajectories
by Bhangaonkar, Praneel, M.S.  Northern Illinois University. 2012: 171 pages; 1513409.
20.
A Differential Geometric Approach using Orientation Fields for Shape from Shading
by Kunsberg, Benjamin, Ph.D.  Yale University. 2014: 136 pages; 3580738.
21.
A New Control Paradigm for Stochastic Differential Equations
by Schmid, Matthias J. A., Ph.D.  State University of New York at Buffalo. 2017: 310 pages; 10285670.
23.
Lateral buckling of horizontally curved beams
by Elsherif, Omar, Ph.D.  Polytechnic Institute of New York University. 2009: 153 pages; 3373056.
25.
Mathematical Model of Ultra-Rapid PSA
by Kopaygorodsky, Eugene, M.S.  University of Cincinnati. 2001: 112 pages; 10857224.
27.
Robust reduced order control for nonlinear distributed systems of Burgers class
by Schmid, Matthias, M.S.  State University of New York at Buffalo. 2009: 148 pages; 1461767.
28.
Electromagnetic modeling based on directional time-distance energy transfer analogies
by Minteer, Timothy Michael, Ph.D.  Washington State University. 2013: 168 pages; 3587146.
29.
Mathematical Models for the Etiology of Schizophrenia and White Matter Lesions
by Corbitt, Paul Timothy, Ph.D.  University of Maryland, Baltimore County. 2014: 358 pages; 3624344.
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