Nemanja Draganić

Contact Info

E-mail address:	nemanja.draganicmath.ethz.ch
Office address:	Department of Mathematics, ETH, HG J 65
	Rämistrasse 101, 8092 Zürich, Switzerland
	Phone: +41 44 632 8509.

I am currently a second year PhD student in the Department of Mathematics
at ETH Zürich under the guidance of Benny Sudakov.
Previously, I received a masters degree from ETH Zürich and
a bachelors degree from the University of Novi Sad.

Fields of Interest: Random Graphs, Ramsey Theory, Extremal Combinatorics,
Algebraic and Probabilistic Methods in Combinatorics, Theoretical Computer Science

Teaching

Spring 2020 - teaching assistant for Graph Theory, ETH Zurich.
Spring 2019 - teaching assistant for Analysis II, ETH Zurich.
Fall 2018 - teaching assistant for Analysis I, ETH Zurich.
Fall 2017 - teaching assistant for Analysis I, ETH Zurich.

Papers

Draganić, N., Munhá Correia, D., Sudakov, B.(2021). Tight bounds for powers of Hamilton cycles in tournaments.
Bucić, M., Draganić, N., Sudakov, B. and Tuan, T. (2020). Unavoidable hypergraphs, submitted.
Draganić, N., Dross, F., Fox, J., Girão, A., Havet, F., Korándi, D., Lochet, W., Munhá Correia, D., Scott, A. and Sudakov, B. (2020). Powers of paths in tournaments, accepted to Combinatorics, Probability and Computing.
Draganić, N., Krivelevich, M. and Nenadov R. (2020). Rolling backwards can move you forward: on embedding problems in sparse expanders. An earlier version appeared in Proceedings of the 32nd Symposium on Discrete Algorithms (SODA'21), 123-134. SODA'21.
Draganić, N., Krivelevich, M. and Nenadov R. (2020). The size-Ramsey number of short subdivisions, accepted to Random Structures and Algorithms.
Cooley, O., Draganić, N., Kang, M. and Sudakov, B. (2020). Large induced matchings in random graphs, accepted to SIDMA.
Draganić, N. (2020). Large induced trees in dense random graphs.
Bucić, M., Draganić, N. and Sudakov, B. (2019). Universal and unavoidable graphs, accepted to Combinatorics, Probability and Computing.
Draganić, N. and Mašulović, D. (2018). A Ramsey Theorem for Multiposets, European Journal of Combinatorics 81: 142-149.
Draganić, N., Marković, P., Uljarević, V. and Zahirović, S. (2017). A characterization of idempotent strong Mal’cev conditions for congruence meet-semidistributivity in locally finite varieties , Algebra universalis 79(3), article no. 53.