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1.
Algebraic Geometry for Computer Vision
by Kileel, Joseph David, Ph.D.  University of California, Berkeley. 2017: 139 pages; 10282753.
2.
Topics in birational geometry of algebraic varieties
by Zong, Hong R., Ph.D.  Princeton University. 2014: 142 pages; 3665359.
3.
ALGEBRAIC AND LOCALLY ALGEBRAIC FUNCTORS
by DUKARM, JAMES JOSEPH, Ph.D.  Simon Fraser University (Canada). 1980: 1 pages; NK44892.
4.
Diophantine approximations by special points and applications to Dynamics and Geometry
by Dimitrov, Vesselin Atanasov, Ph.D.  Yale University. 2017: 109 pages; 10633241.
5.
Entanglement and information in algebraic quantum theories
by Valente, Giovanni, Ph.D.  University of Maryland, College Park. 2008: 274 pages; 3359430.
7.
Connectivity in Semi-Algebraic Sets
by Rohal, James Joseph, Ph.D.  North Carolina State University. 2014: 100 pages; 3647578.
9.
Some applications of the theory of formal groups to algebraic topology
by Noel, Justin, Ph.D.  The University of Chicago. 2009: 91 pages; 3369459.
10.
Matroids and Convex Geometry in Combinatorics and Algebra
by Gotti, Felix, Ph.D.  University of California, Berkeley. 2019: 153 pages; 13883125.
11.
Curve Jets, Submanifold Families, and Envelopes
by Mathews, James, Jr., Ph.D.  State University of New York at Stony Brook. 2017: 81 pages; 10621813.
12.
On algebraic and transcendental numbers
by Silva, Nicole, M.S.  California State University, Long Beach. 2009: 67 pages; 1466152.
13.
Differentiating geometry instruction by students' strongest method of communicating mathematical ideas
by Jaffe, Elisabeth, Ed.D.  Teachers College, Columbia University. 2010: 154 pages; 3425017.
14.
Comparative Study of the National Math Curriculum with Curricula from Four Nations
by Wilms, Ulrich Heinz, Ed.D.  Piedmont College. 2011: 347 pages; 3508173.
15.
Gale duality, decoupling, parameter homotopies, and monodromy
by Niemerg, Matthew E., Ph.D.  Colorado State University. 2014: 116 pages; 3624318.
16.
Arithmetic Dynamics on Algebraic Curves
by Hao, Ng Yong, M.S.  National University of Singapore (Singapore). 2015: 119 pages; 10006065.
17.
Weil-├ętale cohomology over local fields
by Karpuk, David A., Ph.D.  University of Maryland, College Park. 2012: 85 pages; 3517682.
18.
Pseudo-companion Matrices for Polynomial Systems
by Kleczynski, Melinda, M.S.  Michigan Technological University. 2018: 113 pages; 10791562.
19.
The geometry of evolutionary constraints on dynamic structure-function relationships
by Smith, Cameron Ray, Ph.D.  Yeshiva University. 2015: 176 pages; 3664551.
20.
A philosophical approach to relational thinking in mathematics
by Wright, Ricco Darnell, Ed.D.  Teachers College, Columbia University. 2014: 108 pages; 3732554.
21.
Global Symmetries of Six Dimensional Superconformal Field Theories
by Merkx, Peter R., Ph.D.  University of California, Santa Barbara. 2017: 552 pages; 10620639.
22.
Rational curves on universal hypersurfaces
by Staats, Charles, III, Ph.D.  The University of Chicago. 2014: 86 pages; 3638697.
25.
Algebraic Thinking of Sixth Graders through the Lens of Multimodality
by Lentz, Ute, Ph.D.  The University of North Carolina at Charlotte. 2018: 134 pages; 10981863.
27.
Comparing Kac-Moody groups over the complex numbers and fields of positive characteristic via homotopy theory
by Foley, John David, Ph.D.  University of California, San Diego. 2012: 112 pages; 3511884.
28.
The Effect of E-Based Virtual Manipulative on Third-Grade Elementary Students' Algebraic Thinking in Math Education
by Kim, Grace B., M.A.  California State University, Long Beach. 2017: 108 pages; 10261327.
30.
Geometric algebra: An introduction with applications in Euclidean and conformal geometry
by Miller, Richard A., M.S.  San Jose State University. 2013: 161 pages; 1552269.
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