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1.
On alpha-critical graphs and their construction
by Small, Benjamin Luke, Ph.D.  Washington State University. 2015: 34 pages; 3717480.
2.
Alliances in graphs: Parameterized algorithms and on partitioning series -parallel graphs
by Enciso, Rosa I., Ph.D.  University of Central Florida. 2009: 108 pages; 3401073.
3.
Random Sparse Graphs with a Given Degree Sequence
by Mehrdad, Behzad, Ph.D.  New York University. 2014: 100 pages; 3635276.
4.
Streaming Temporal Graphs
by Goodman, Eric L., Ph.D.  University of Colorado at Boulder. 2019: 155 pages; 13856468.
5.
Random Graphs with Attribute Affinity
by Radcliffe, Mary L., Ph.D.  University of California, San Diego. 2012: 91 pages; 3511135.
6.
A Parametric Classification of Directed Acyclic Graphs
by Chaturvedi, Mmanu, M.S.  Colorado State University. 2017: 45 pages; 10599253.
7.
Isomorphisms in Co-TT Graphs
by Besen, David K., M.S.  Colorado State University. 2019: 40 pages; 13812809.
8.
Quantum graphs and their spectra
by Rueckriemen, Ralf, Ph.D.  Dartmouth College. 2011: 85 pages; 3494278.
9.
Examples of invariant processes on Cayley graphs
by Mester, Peter, Ph.D.  Indiana University. 2011: 55 pages; 3456485.
10.
The strong chromatic index of Halin graphs
by Hu, Ziyu, M.S.  California State University, Los Angeles. 2014: 60 pages; 1583070.
11.
Spanning trees, toughness, and eigenvalues of regular graphs
by Wong, Wiseley, Ph.D.  University of Delaware. 2013: 109 pages; 3595000.
12.
Invariants of knots, graphs, and Feynman diagrams
by Luse, Kerry M., Ph.D.  The George Washington University. 2008: 89 pages; 3315293.
13.
Witness proximity graphs and other geometric problems
by Dulieu, Muriel, Ph.D.  Polytechnic Institute of New York University. 2012: 115 pages; 3518747.
14.
Geometric graph theory and wireless sensor networks
by Sarioz, Deniz, Ph.D.  City University of New York. 2012: 113 pages; 3499283.
15.
Spectral Analysis of Directed Graphs using Matrix Perturbation Theory
by Li, Yuemeng, Ph.D.  The University of North Carolina at Charlotte. 2017: 143 pages; 10618933.
16.
College Students' Understanding of the Domain and Range of Functions on Graphs
by Cho, Young Doo, Ph.D.  State University of New York at Buffalo. 2013: 167 pages; 3565727.
17.
Dancing in the stars: Topology of non-k-equal configuration spaces of graphs
by Chettih, Safia, Ph.D.  University of Oregon. 2016: 82 pages; 10193648.
18.
The impact of visual aesthetics on the utility, affordance, and readability of network graphs
by Dudas, Patrick M., Ph.D.  University of Pittsburgh. 2016: 188 pages; 10075901.
19.
Geometric Representations of Planar Graphs
by Aerts, Nieke, Dr.Nat.  Technische Universitaet Berlin (Germany). 2015: 153 pages; 10695952.
20.
Stochastic Ising Models at Zero Temperature on Various Graphs
by Eckner, Sinziana Maria, Ph.D.  New York University. 2014: 69 pages; 3665138.
21.
On the Number of Edges in 2-factor Isomorphic Graphs
by Wrayno, Paul M., Ph.D.  Emory University. 2011: 107 pages; 3476906.
22.
List-coloring and sum-list-coloring problems on graphs
by Lastrina, Michelle Anne, Ph.D.  Iowa State University. 2012: 127 pages; 3511610.
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24.
The use of hand-constructed graphs in Microcomputer-Based Laboratories for kinematics instruction
by Tubbs, Marcus A., M.S.  California State University, Long Beach. 2014: 54 pages; 1526963.
26.
Planar graphs and face areas: area-universality
by Kleist, Linda, Ph.D.  Technische Universitaet Berlin (Germany). 2019: 13846172.
27.
Depth Functions, Multidimensional Medians and Tests of Uniformity on Proximity Graphs
by Yang, Mengta, Ph.D.  The George Washington University. 2014: 168 pages; 3615104.
28.
Attacks on difficult instances of graph isomorphism: Sequential and parallel algorithms
by Tener, Greg Daniel, Ph.D.  University of Central Florida. 2009: 153 pages; 3401107.
29.
The Elementary Theory of Parallelism, Convergence and Divergence applied to two dimensional mathematics and physics graphs
by Brekke, Stewart E., Ph.D.  International University for Graduate Studies (St. Kitts and Nevis). 2012: 152 pages; 3534044.
30.
Analysis in the Heisenberg group: Weak s-John domains and the dimensions of graphs of Hölder functions
by Maki, John Michael, Ph.D.  University of Illinois at Urbana-Champaign. 2011: 128 pages; 3496795.
1 - 30 of 7366 displayed.
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