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2.
Differentiating geometry instruction by students' strongest method of communicating mathematical ideas
by Jaffe, Elisabeth, Ed.D.  Teachers College, Columbia University. 2010: 154 pages; 3425017.
3.
Elementary School Teachers' Conceptions of the Common Core State Standards for Mathematical Practice
by Colen, Jung, Ph.D.  The Pennsylvania State University. 2019: 193 pages; 13917982.
4.
Wireless Communication Systems Modeling and Design Using Communication Theory
by Allehaibi, Saleh Saeed S., Ph.D.  The University of Alabama at Birmingham. 2018: 171 pages; 10978201.
6.
Designing for Consensus and the Standards for Mathematical Practice
by Johnson, Raymond, Ph.D.  University of Colorado at Boulder. 2018: 221 pages; 10980722.
7.
Image-based tissue growth modeling and prediction
by Nordquist, Andrew L., M.S.  The University of Texas at San Antonio. 2013: 120 pages; 1550349.
10.
Hardware-in-the-Loop Modeling and Simulation Methods for Daylight Systems in Buildings
by Mead, Alex Robert, Ph.D.  University of California, Berkeley. 2017: 378 pages; 10283149.
11.
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.
13.
A Simplified Methodology for Validating the Hyper-Viscoelastic (HVE) Dynamic Response
by Gomez Consarnau, Rafael J., M.S.  California State University, Long Beach. 2018: 142 pages; 10837944.
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Primary teachers' perceptions regarding metacognition and math fluency
by Wheeler, Jennifer J., Ed.D.  American International College. 2016: 147 pages; 10092180.
16.
The development of mathematics-for-teaching: The case of fraction multiplication
by Berkopes, Kevin Michael, Ph.D.  Purdue University. 2014: 287 pages; 3667979.
17.
Simulating and optimizing: Military manpower modeling and mountain range options
by Hall, Andrew O., Ph.D.  University of Maryland, College Park. 2009: 169 pages; 3359742.
19.
Predicting the Spatio-Temporal Evolution of Tumor Growth and Treatment Response in a Murine Model of Glioma
by Hormuth, David Andrew, II., Ph.D.  Vanderbilt University. 2016: 213 pages; 13835072.
20.
Computation as a Model Building Tool in a High School Physics Classroom
by Stirewalt, Heather R., M.S.  California State University, Long Beach. 2018: 87 pages; 10785706.
21.
Observer-dependent model for analyzing subjective parameters in epidemiology
by Zarei, Milad, M.S.  The University of Texas at El Paso. 2010: 100 pages; 1484166.
24.
Effects of peer-mediated instruction on mathematical problem solving for students with moderate/severe intellectual disability
by Ley Davis, Luann, Ph.D.  The University of North Carolina at Charlotte. 2016: 252 pages; 10111913.
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Cross-Scale Analysis of Surface-Adjusted Measurements in Digital Elevation Models
by Ghandehari, Mehran, Ph.D.  University of Colorado at Boulder. 2019: 154 pages; 13807161.
30.
Mathematical model of the dynamics of psychotherapy
by Norman, Michael Douglas, Ph.D.  Florida Atlantic University. 2012: 176 pages; 3536489.
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