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1.
Binary Edwards curves in elliptic curve cryptography
by Enos, Graham, Ph.D.  The University of North Carolina at Charlotte. 2013: 156 pages; 3563153.
2.
On the torsion structure of elliptic curves over cubic number fields
by Wang, Jian, Ph.D.  University of Southern California. 2015: 63 pages; 3722897.
3.
Density properties of Euler characteristic -2 surface group, PSL(2, R) character varieties
by Delgado, Robert, Ph.D.  University of Maryland, College Park. 2009: 100 pages; 3359372.
4.
Architectures for cryptography accelerators
by Cohen, Aaron Ethan, Ph.D.  University of Minnesota. 2007: 199 pages; 3277590.
5.
On Some Geometric and Algebraic Properties of The Holm Elliptic Curves
by Algarni, Aziza Mohammd, M.S.  Howard University. 2019: 67 pages; 13883031.
6.
Space-time Codes, Non-associative Division Algebras, and Elliptic Curves
by Limburg, Steve, Ph.D.  University of Colorado at Boulder. 2012: 98 pages; 3508132.
7.
Algorithms in Elliptic Curve Cryptography
by Hutchinson, Aaron, Ph.D.  Florida Atlantic University. 2018: 148 pages; 10980188.
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Commutative endomorphism rings of simple abelian varieties over finite fields
by Bradford, Jeremy, Ph.D.  University of Maryland, College Park. 2012: 78 pages; 3557641.
10.
Computing Canonical Heights on Jacobians
by Müller, Jan Steffen, Dr.Nat.  Universitaet Bayreuth (Germany). 2010: 249 pages; 27600523.
11.
Identity-Based Encryption on resource constrained embedded system
by Tam, Tony, M.S.  California State University, Long Beach. 2014: 106 pages; 1569592.
12.
Canonical Surfaces and Hypersurfaces in in Abelian Varieties
by Cesarano, Luca, Ph.D.  Universitaet Bayreuth (Germany). 2018: 92 pages; 10870161.
13.
On the rank of 2-primary part of Selmer group of certain elliptic curves
by Kim, Kwang Hyun, Ph.D.  City University of New York. 2012: 57 pages; 3541487.
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15.
From spiral to spline: Optimal techniques in interactive curve design
by Levien, Raphael Linus, Ph.D.  University of California, Berkeley. 2009: 252 pages; 3426602.
16.
Public-key cryptography security-based analysis of the underlying intractable problems
by Al Khulaif, Husain H., M.S.  University of Colorado at Denver. 2013: 143 pages; 1549537.
17.
Superconducting-magnatic proximity systems and mathematical analogies to classical mechanics
by Baker, Thomas E., M.S.  California State University, Long Beach. 2012: 103 pages; 1517580.
18.
Geometric and topological ellipticity in cohomogeneity two
by Yeager, Joseph E., Ph.D.  University of Maryland, College Park. 2012: 62 pages; 3517839.
19.
Stratified and steady periodic water waves
by Walsh, Samuel, Ph.D.  Brown University. 2010: 229 pages; 3430224.
20.
Arithmetic Dynamics on Algebraic Curves
by Hao, Ng Yong, M.S.  National University of Singapore (Singapore). 2015: 119 pages; 10006065.
21.
Classification and Moduli Spaces of Surfaces of General Type with pg = q =1
by Ling, Songbo, Dr.Nat.  Universitaet Bayreuth (Germany). 2017: 55 pages; 27603236.
22.
On Elliptic Curves, the ABC Conjecture, and Polynomial Threshold Functions
by Kane, Daniel Mertz, Ph.D.  Harvard University. 2011: 334 pages; 3462779.
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L-invariants of low symmetric powers of modular forms and Hida deformations
by Harron, Robert William, Ph.D.  Princeton University. 2009: 195 pages; 3377996.
25.
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.
26.
Motivic integral of K3 surfaces over a non-archimedean field
by Stewart, Allen J., Ph.D.  University of Oregon. 2014: 80 pages; 3640309.
29.
Cometary escape in the restricted circular planar three body problem
by Galante, Joseph Robert, Ph.D.  University of Maryland, College Park. 2011: 260 pages; 3461517.
30.
Searching for Local Parity Violation in Heavy Ion Collisions at STAR
by Riley, Charles Kent, Ph.D.  Yale University. 2013: 158 pages; 3578440.
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