CV

Scopus Author Identifier: 57416181000

Current positions

Moscow Institute of Physics and Technology. 2020 - present. Lecturer at the Department of Discrete Mathematics, Dolgoprudny, Russia. Courses: Probability theory, Measure theory, Statistics, Mathematical Logic, Random Graphs, Stochastic Processes.

University Higher School of Economics (HSE). 2023 - present. Invited Lecturer at the Faculty of Computer Science. Courses: Statistics. Discrete Mathematics.

Positions held

Moscow Institute of Physics and Technology, Advanced Combinatorics and Network Applications Laboratory. 2022 - 2024. Researcher.

Preprints

J.C. Buitrago Oropeza, Concentration of the maximum size of an induced subtree in moderately sparse random graphs, 2025. https://arxiv.org/abs/2506.02801

Journal Publications

Buitrago Oropeza, J.C. Maximum Induced Trees in Sparse Random Graphs. Dokl. Math.(2024). https://doi.org/10.1134/S1064562424701989

J.C. Buitrago Oropeza, Zero-one laws for random k-partite graphs, Moscow Journal of Combinatorics and Number Theory 10-4 (2021), 315--337. DOI: 10.2140/moscow.2021.10.315

Education

PhD in Mathematics, 2020 - December 2024. Moscow Institute of Physics and Technology. Chair of Discrete Mathematics. Supervisor: M.E. Zhukovskii

MSc in Mathematics, 2018 - 2020. Moscow Institute of Physics and Technology. Chair of Discrete Mathematics. Supervisor: M.E. Zhukovskii

BSc in Applied Mathematics and Physics, 2014 - 2018. Moscow Institute of Physics and Technology. Chair of Quantum Electronics. Supervisor: Y.Y. Broslavets

Conferences

May 2024. The XI International Petrozavodsk Conference "Probabilistic Methods in Discrete Mathematics". May 27-31 , Karelia, Russia.

Jul 2023. Latin American Congress of Probability and Mathematical Statistics (CLAPEM 2023), 10-14 July, São Paulo, Brazil.

Talks

Nov 2024. 66th MIPT Scientific Conference, 6 April, Dolgoprudny, Russia.
Topic: Maximum induced trees in sparse random graphs

Nov 2020. 63th MIPT Scientific Conference, 23-29 Nov, Dolgoprudny, Russia.
Topic: Zero-one law for random k-partite graphs

Languages

Spanish (Native), English (Fluent), Russian (Fluent).