M. Sc. Lea Weber
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Monday 11:45-13:00 in room 1.023
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Kollegiengebäude Mathematik (20.30)
1.039
0721 608 43784
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Lea.Weber@kit.edu
Welcome to my page!
| Semester | Titel | Typ |
|---|---|---|
| Winter Semester 2021/22 | Graph Theory | Lecture |
| Summer Semester 2021 | AG Discrete Mathematics | Seminar |
| Winter Semester 2020/21 | Advanced Mathematics I | Lecture |
| Summer Semester 2020 | Advanced Mathematics II | Lecture |
| Winter Semester 2019/20 | Advanced Mathematics I (Lecture) | Lecture |
I am currently a Ph.D. student in the research group on Discrete Mathematics.
My research interests include extremal graph theory and Ramsey type problems. My Master thesis was on the structure of graphs without forbidden induced subgraphs.
Publications:
5. Axenovich, M., Weber, L., absolutely_avoidable_pairs-arxiv-submit-28.06.21.pdf|Absolutely avoidable order-size pairs for induced subgraphs, preprint
4. Axenovich, M., Girao, A., Snyder, R., Weber, L., strong-minors-final.pdf|Strong complete minors in digraphs, to appear in Combinatorics, Probability and Computing
3. Axenovich, M., Snyder, R., Weber, L., 3colourpatterns-arxiv-submission-19-5-20.pdf|Large 2-colored cliques in 3-edge-colorings of the complete graph with forbidden patterns to appear in Discrete Mathematics
2. Axenovich, M., Sereni, J.-S., Snyder, R., Weber, L., max-deg-final.pdf|Bipartite independence number in graphs with bounded maximum degree, SIAM Journal on Discrete Mathematics, 35(2):1136–1148, 2021.
1. Axenovich, M., Tompkins, C., Weber, L., eh-bipartite-1-7-19.pdf|Large homogeneous subgraphs in bipartite graphs with forbidden induced subgraphs, Journal of Graph Theory 97 (2021), 34--46.