Control of Condorcet voting : complexity and a relation-algebraic approach
Year of publication: |
2015
|
---|---|
Authors: | Berghammer, Rudolf ; Schnoor, Henning |
Published in: |
European journal of operational research : EJOR. - Amsterdam : Elsevier, ISSN 0377-2217, ZDB-ID 243003-4. - Vol. 246.2015, 2 (16.10.), p. 505-516
|
Subject: | Artificial intelligence | Condorcet voting | Control problem | Uncovered set | Relation algebra | Theorie | Theory | Condorcet-Paradoxon | Paradox of voting | Künstliche Intelligenz | Abstimmungsregel | Voting rule | Wahlverhalten | Voting behaviour | Neue politische Ökonomie | Public choice |
-
Further support for ranking candidates in elections
Gehrlein, William V., (2016)
-
Conditions on social-preference cycles
Cato, Susumu, (2015)
-
Condorcet polling can yield serendipitous clues about voter views
Potthoff, Richard F., (2015)
- More ...
-
On the use of binary decision diagrams for solving problems on simple games
Berghammer, Rudolf, (2012)
-
A relation-algebraic approach to simple games
Berghammer, Rudolf, (2011)
-
A relation-algebraic approach to simple games
Berghammer, Rudolf, (2011)
- More ...