Состоялось очередное заседание Международной лаборатории анализа и выбора решений НИУ ВШЭ

25 декабря 2014 года в рамках заседания Международной лаборатории анализа и выбора решений был заслушан доклад К.С. Сорокина (МЛАВР НИУ ВШЭ) на тему  “ Tiebout equilibrium in the two-dimensional case ” .

Abstract

We consider a game-theoretic partition problem for a society with continuum of agents distributed over a two-dimensional compact metric space. The cost incurred by each agent is determined by her location and the size of the community she belongs to. By using a technique borrowed from general-equilibrium theory, we show that under equal share cost allocation there exists a Tiebout equilibrium where the society is partitioned into a given number of jurisdictions. Naturally, in equilibrium the agents located on the border of two adjacent jurisdictions are indifferent between joining either one of them.

Адрес: ул. Шаболовка, д. 26, корп. 5, ауд. 5421.