Eva Czabarka
Affiliations: | Mathematics | University of South Carolina, Columbia, SC |
Area:
Mathematics, Botany Biology, Applied MathematicsGoogle:
"Eva Czabarka"Parents
Sign in to add mentor| Jerrold R. Griggs | grad student | 1998 | University of South Carolina | |
| (Shifting in Finite Vector Spaces) | ||||
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Publications
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| Asplund J, Clark G, Cochran G, et al. (2019) Using Block Designs in Crossing Number Bounds Journal of Combinatorial Designs. 27: 586-597 |
| Anderson R, Bai S, Barrera-Cruz F, et al. (2018) Analogies between the Crossing Number and the Tangle Crossing Number The Electronic Journal of Combinatorics. 25 |
| Czabarka É, Székely LA, Wagner SG. (2018) On the Number of Nonisomorphic Subtrees of a Tree Journal of Graph Theory. 87: 89-95 |
| Bokal D, Czabarka E, Székely LA, et al. (2010) General lower bounds for the minor crossing number of graphs Discrete and Computational Geometry. 44: 463-483 |
| Czabarka E, Sýkora O, Székely LA, et al. (2008) Biplanar crossing numbers. II. Comparing crossing numbers and biplanar crossing numbers using the probabilistic method Random Structures and Algorithms. 33: 480-496 |
| Czabarka É, Sýkora O, Székely LA, et al. (2008) Biplanar crossing numbers. II. Comparing crossing numbers and biplanar crossing numbers using the probabilistic method: Biplanar Crossing Numbers II Random Structures and Algorithms. 33: 480-496 |
| Bokal D, Czabarka E, Székely LA, et al. (2007) Graph minors and the crossing number of graphs Electronic Notes in Discrete Mathematics. 28: 169-175 |
| Czabarka E, Székely LA, Sýkora O, et al. (2004) Outerplanar crossing numbers, the circular arrangement problem and isoperimetric functions Electronic Journal of Combinatorics. 11: 1-20 |