Place and date of birth: Székesfehervár, 30th November 1988.
E-mail: cscsgy [at] gmail.com
2012-: PhD student in Combinatorial Optimization at Budapest University of Technology and Economics (BUTE). Supervisor: Prof. András Recski
2011-2012: MSc in Mathematics, BUTE
2007-2011: BSc in Mathematics, BUTE
English (intermediate level)
Combinatorial Geometries: matroids, oriented matroids and applications, Marseille-Luminy, April 2-6, 2013. The graphicity of the sum of graphic matroids
PhD Conference, BUTE, Mathematical Institute, Hungary, May 8-10, 2013. On the sum of graphic matroids
8th Japanese-Hungarian Symposium on Discrete Mathematics and Its Applications, Veszprém, Hungary, June 4-7, 2013. The graphicity of the sum of graphic matroids
9th International colloquium on graph theory and combinatorics, Grenoble, 2014.06.30-07.04. Matroid union, Graphic? Binary? Neither?
Summit: 240, Frankl+Füredi+Győri+Pach, Budapest, 2014.07.07-11. Matroid union, Graphic? Binary? Neither?
SWORDS: Szeged Workshop on Discrete Structures, 2014.10.09-10. Search for Hamiltonian Cycles, The Behaviour of the Sufficient Conditions
Csongor Gy. Csehi and János Tóth, Search for Hamiltonian Cycles, The Mathematica Journal, Volume 13, 2011
Gábor Borbély, Csongor Gy. Csehi and Brigitta Szilágyi, On the rectifiability condition of a second order differential equation in special Finsler spaces, Studies of the University of Zilina, Mathematical Series
Csongor Gy. Csehi, The graphicity of the sum of graphic matroids. In: Frank András, Recski András, Wiener Gábor (eds.), Proceedings of the 8th Japanese - Hungarian Symposium on Discrete Mathematics and Its Applications. Veszprém, Hungary, 2013. Budapest: pp. 109-113. ISBN: 978-963-313-082-7
Csongor Gy. Csehi, On the sum of graphic matroids. In. Csima Géza (ed.) Proceedings of the PhD Conference, organized by the Doctoral School of Mathematics and Computer Science Budapest University of Technology and Economics, 2013. Budapest: pp. 14-17.
Csongor Gy. Csehi and András Recski: The graphicity of the union of graphic matroids, European Journal of Combinatorics (accepted for publication)