论文标题
关于菱形瓷砖和condorcet超级域的多数规则
Majority rule on rhombus tilings and Condorcet super-domains
论文作者
论文摘要
在本文中，我们认为由菱形瓷砖形成的condorcet域（CD）是一种投票设计，并考虑了使用多数规则进行投票设计的问题。 Condorcet超域是从菱形Z（N; 2）上获得的CD集合，其特性如果投票设计（选票）属于此集合，那么简单的多数规则就不会产生周期。对Condorcet超级域的研究和构建它们的方法构成了本文的主要主题。
In this paper we consider a Condorcet domain (CD) formed by a rhombus tiling as a voting design and consider a problem of aggregation of voting designs using majority rule. A Condorcet super-domain is a collection of CDs obtained from rhombus tilings on a zonogone Z(n; 2) with the property that if voting designs (ballots) belong to this collection, then the simple majority rule does not yield cycles. A study of Condorcet super-domains and methods of constructing them form the main subject of this paper.
