12 января 2012 в 11.00 лекция профессора Алескерова

Тема лекции - Modeling optimal social choice: matrix-vector representation of various solution concepts based on majority rule

Профессор Фуад Тагиевич Алескеров прочтет лекцию

Modeling optimal social choice: matrix-vector representation of various solution concepts based on majority rule

12 января 2012 в 11.00, Родионова 136, ауд. 401.

Abstract: Various Condorcet consistent social choice functions based on majority rule (tournament solutions) are considered in the general case, when ties are allowed: the core, the weak and strong top cycle sets, versions of the uncovered and minimal weakly stable sets, the uncaptured set, the untrapped set, classes of k-stable alternatives and k-stable sets. The main focus of the paper is to construct a unified matrix-vector representation of a tournament solution in order to get a convenient algorithm for its calculation. New versions of some solutions are proposed.