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1.
Matroids and Convex Geometry in Combinatorics and Algebra
by Gotti, Felix, Ph.D.  University of California, Berkeley. 2019: 153 pages; 13883125.
2.
Quantitative Combinatorial Geometry with Applications to Number Theory and Optimization
by La Haye, Reuben N., Ph.D.  University of California, Davis. 2016: 133 pages; 10165904.
3.
Geometric data structures
by Ishaque, Syed Muhammad Mashhood, Ph.D.  Tufts University. 2010: 120 pages; 3427478.
4.
Information, Analytic and Geometric Inequalities
by Liu, Shizhu, Ph.D.  New York University Tandon School of Engineering. 2018: 142 pages; 10813161.
5.
Probabilistic and topological methods in computational geometry
by Dhandapani, Raghavan S., Ph.D.  New York University. 2010: 122 pages; 3396723.
7.
Dynamics of convex cocompact subgroups of mapping class groups
by Gekhtman, Ilya, Ph.D.  The University of Chicago. 2014: 74 pages; 3628078.
8.
Computational Conformal Geometry and Its Applications in Medical Imaging
by Peng, Hao, Ph.D.  State University of New York at Stony Brook. 2018: 90 pages; 13425128.
9.
Path curvatures on a convex roof
by Ford, Robert, Ph.D.  Auburn University. 2007: 40 pages; 3301923.
10.
A growth-based approach to the automatic generation of navigation meshes
by Hale, David Hunter, Ph.D.  The University of North Carolina at Charlotte. 2011: 212 pages; 3493710.
11.
Geometric graph theory and wireless sensor networks
by Sarioz, Deniz, Ph.D.  City University of New York. 2012: 113 pages; 3499283.
12.
Optimal Algorithm to Cover a Convex Object Using Minimum Number of Directional Sensors
by Karande, Harshal Manohar, M.S.  California State University, Long Beach. 2019: 50 pages; 27545476.
13.
Spectrum Sharing in Large-Scale and Random Geometric Wireless Networks
by Cai, Ran, Ph.D.  The Chinese University of Hong Kong (Hong Kong). 2014: 168 pages; 3691911.
14.
Witness proximity graphs and other geometric problems
by Dulieu, Muriel, Ph.D.  Polytechnic Institute of New York University. 2012: 115 pages; 3518747.
15.
Automated Construction of Robotic Manipulation Programs
by Diankov, Rosen, Ph.D.  Carnegie Mellon University. 2010: 239 pages; 3448143.
16.
Algebraic Geometry for Computer Vision
by Kileel, Joseph David, Ph.D.  University of California, Berkeley. 2017: 139 pages; 10282753.
17.
Robustly modeling the world from photos
by Wilson, Kyle Lyndon, Ph.D.  Cornell University. 2016: 123 pages; 10183873.
18.
A framework for computer aided diagnosis and analysis of the neuro-vasculature
by Chowriappa, Ashirwad, Ph.D.  State University of New York at Buffalo. 2014: 203 pages; 3612958.
20.
High efficiency thrust vector control allocation
by Orr, Jeb S., Ph.D.  The University of Alabama in Huntsville. 2013: 91 pages; 3561548.
21.
22.
On Singularities and Weak Solutions of Mean Curvature Flow
by Mramor, Alexander Everest, Ph.D.  University of California, Irvine. 2019: 175 pages; 13896720.
23.
The Effects of an Experiential Learning Course on Secondary Student Achievement and Motivation in Geometry
by Gray, Ted||||||Ross, Chanua , Ed.D.  University of Missouri - Saint Louis. 2020: 204 pages; 27838263.
24.
Applications of Convex Optimization Methods in Selected Transceiver Design Problems
by Jacklin, Neil Alexander, Ph.D.  University of California, Davis. 2013: 88 pages; 3596896.
25.
Two-view Geometry, Symmetry, and Object Perception
by Michaux, Aaron, Ph.D.  Purdue University. 2017: 129 pages; 10603936.
26.
Convex optimization techniques and their application in hyperspectral video processing
by Gerhart, Torin, M.S.  California State University, Long Beach. 2013: 57 pages; 1527552.
27.
On the Borel Complexity of some classes of Banach spaces
by de Mendonca Braga, Bruno, Ph.D.  Kent State University. 2013: 104 pages; 3618917.
28.
A class of topologically free locally convex spaces and related group Hopf algebras
by Brauner, Kalman George, Jr., Ph.D.  University of California, Berkeley. 1972: 348 pages; 3270245.
29.
A Survey of the Higher Stasheff-Tamari Orders
by Rambau, Jörg||||||Reiner, Victor , Ph.D.  Universitaet Bayreuth (Germany). 2012: 41 pages; 27600429.
30.
Algorithms and Cutting Planes for Mixed Integer Programs
by Hildebrand, Robert David, Ph.D.  University of California, Davis. 2013: 235 pages; 3596887.
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