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1.
Strong Kadison-Singer Algebras
by Wang, Dong, Ph.D.  University of New Hampshire. 2014: 80 pages; 3681139.
2.
Analysis and application of lattice vector quantization using mixture models and bit-plane coding
by Patchoo, Wisarn, Ph.D.  Washington State University. 2011: 104 pages; 3479195.
3.
Designing pyramidal lattice structures for energy absorption
by Hammetter, Christopher Ian, Ph.D.  University of California, Santa Barbara. 2013: 188 pages; 3602080.
4.
Minimal volume K-point lattice D-simplices
by Duong, Han, Ph.D.  University of Illinois at Urbana-Champaign. 2008: 47 pages; 3337777.
5.
Studies of protein designability using reduced models
by Peto, Myron, Ph.D.  Iowa State University. 2007: 86 pages; 3274847.
6.
Lattice Correspondence in Deformation Twinning in Magnesium
by Zhang, Qiwei, Ph.D.  University of Nevada, Reno. 2018: 218 pages; 10823956.
7.
Regression Strategies for Low-Dimensional Problems with Application to Color Management
by Garcia, Eric K., Ph.D.  University of Washington. 2010: 102 pages; 3445541.
8.
Applications on Multi-Dimensional Sphere Packings: Derivative-Free Optimization
by Belitz, Paul, Ph.D.  University of California, San Diego. 2011: 197 pages; 3474121.
9.
Incrementally Sorted Lattice Data Structures
by Obiedat, Mohammad, Ph.D.  The George Washington University. 2015: 125 pages; 3732474.
10.
Microwave cavity lattices for quantum simulation with photons
by Underwood, Devin Lane, Ph.D.  Princeton University. 2015: 182 pages; 3686679.
11.
A Comparative Study of Lattice Based Algorithms for Post Quantum Computing
by Easttom, William Charles, II, D.B.A.  Capitol Technology University. 2018: 141 pages; 13901281.
13.
Spin-strain coupling in 3-d transition metal oxides
by Narejo, Ghous Bakhsh, Ph.D.  Michigan Technological University. 2010: 170 pages; 3439131.
14.
Topological edge states in silicon photonics
by Mittal, Sunil, Ph.D.  University of Maryland, College Park. 2014: 166 pages; 3682438.
15.
On exotic orders in strongly correlated systems
by Burnell, F. J., Ph.D.  Princeton University. 2009: 264 pages; 3377993.
16.
Scale Setting and Topological Observables in Pure SU(2) LGT
by Clarke, David A., Ph.D.  The Florida State University. 2018: 123 pages; 10935396.
17.
Studies of Conformal Behavior in Strongly Interacting Quantum Field Theories
by Gasbarro, Andrew David, Ph.D.  Yale University. 2018: 155 pages; 13851872.
18.
Tensor Network Wavefunctions for Topological Phases
by Ware, Brayden Alexander, Ph.D.  University of California, Santa Barbara. 2017: 158 pages; 10619656.
19.
A Duality Between Hypergraphs and Cone Lattices
by French, Zack, M.S.  Middle Tennessee State University. 2018: 126 pages; 10784141.
20.
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.
21.
Analysis of Two-and Three-Body Systems from Lattice QCD Simulations
by Hu, Bin, Ph.D.  The George Washington University. 2018: 276 pages; 10746163.
23.
Rho Meson Decay into pi+pi- on Asymmetrical Lattices
by Pelissier, Craig S., Ph.D.  The George Washington University. 2013: 134 pages; 3544183.
24.
Discovering optimal unit cell configurations when designing for additive manufacturing using lattice structures
by Vernon, Russell A., M.S.  California State University, Long Beach. 2016: 82 pages; 10108174.
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Phase transitions in strongly interacting quantum systems
by Varney, Christopher Nicholas, Ph.D.  University of California, Davis. 2009: 127 pages; 3379634.
28.
Lattice-Boltzmann Models for High-Order Partial Differential Equations
by Otomo, Hiroshi, Ph.D.  Tufts University. 2019: 124 pages; 13814332.
30.
From ultracold atoms to condensed matter physics
by Mathy, Charles Jean-Marc, Ph.D.  Princeton University. 2010: 124 pages; 3428554.
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