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109028, Moscow,
Pokrovsky Boulevard 11, Rooms: S1029, S1030
Phone: +7 (495) 772-95-90*27172, 27173, 27174
The Department of Theoretical Economics brings together highly qualified specialists in various fields of economics, including micro and macroeconomics, monetary and financial theory, economic history and the history of economic thought. Our mission is to teach economic disciplines at HSE on the level of leading Western universities.
Dranev Y., Miriakov M., Ochirova E. et al.
Journal of Corporate Finance Research. 2024. Vol. 18. No. 1. P. 5-19.
Olga Demidova, Elena Kayasheva, Artem Demyanenko.
In bk.: Eurasian Business and Economics Perspectives: Proceedings of the 38th Eurasia Business and Economics Society Conference. Vol. 25. Springer Publishing Company, 2023. Ch. 13. P. 209-232.
Tabashnikova D., Sandomirskaia M.
Economics. EC. Высшая школа экономики, 2023. No. 263.
Dear colleagues,
Department of Theoretical Economics invites you to attend the research seminar with Assistant Professor Alexander Karpov, HSE
Date: February 2, 2021
Time: 1:00 p.m.
Working language: English
Speaker: Alexander Karpov, Assistant Professor of the Department of Theoretical Economics
The link to Zoom: https://zoom.us/j/91397503260?pwd=bXJsLzFpZXdjV25VR2lXRndDcENkUT09
Access code: 913 9750 3260
Title: "Constructing Large Peak-Pit Condorcet Domains"
Abstract: We present a new method of constructing Condorcet domains from pairs of Condorcet domains of smaller sizes (concatenation+shuffle scheme).The concatenation+shuffle scheme provides maximal, connected, copious, peak-pit domains whenever the original domains have these properties. It allows to construct maximal peak-pit Condorcet domains that are larger than those obtained by the Fishburn’s alternating scheme for all n≥13 alternatives. For a large number of alternatives n, we get a lower bound 2.1045^n for the cardinality of the largest peak-pit Condorcet domain and a lower bound 2.1890^n for the cardinality of the largest Condorcet domain, improving Fishburn’s result. We also show that all Arrow’s single-peaked domains can be constructed by concatenation+shuffle scheme starting from the trivial domain.