109028, Москва,
Покровский бульвар, дом 11, каб. Т-614
(проезд: м. Тургеневская/Чистые пруды, Китай-город, Курская/Чкаловская)
тел: (495) 628-83-68
почта: fes@hse.ru
Подкаст с преподавателями факультета, в котором мы рассказываем об их научных и личных интересах и о жизни в академии
Гиляровская А. В., Рудько Ю. С., Салимова А. Ф. и др.
М.: Издательский дом НИУ ВШЭ, 2026.
Russian Journal of Mathematical Physics. 2025. Vol. 32. P. 510-529.
In bk.: Proceedings on Research of Digital Transformation and Innovative Practices in an Aging Society. Shenzhen MSU-BIT University, 2026.
math. arXiv. Cornell University, 2025. No. 2512.04667.
Аннотация доклада:
The objective of this course is to introduce Social Choice theory by focussing on the most simple case, an election between two candidates only. We then consider a finite population of n voters, who have to decide collectively whether candidate A or candidate B is the best one.
After introducing some notations and definitions, we present the characterization of majority vote due to May (1952): May's theorem states that simple majority voting is the only anonymous, neutral, and monotone choice function between two alternatives. We discuss the other possibilities proposed by Fishburn (1973) and Murakami (1968) by relaxing the above mentioned conditions.
At last, we wonder whether there exists, for two candidates, a indirect voting system that would always mimic the result of indirect voting. Recent papers by Chambers (2008) and Bervoets and Merlin (2010) show that the possibilities are not appealing from a democratic point of view.
Рабочий язык: английский
Текст доклада: Merlin 27.10.10.pdf
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Руководители семинара: д.т.н., проф. Алескеров Фуад Тагиевич, д.т.н.,
проф. Подиновский Владислав Владимирович.
Соруководитель семинара - д.т.н., проф. Миркин Борис Григорьевич,
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