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Autor
Nurmi Hannu (University of Turku, Finland)
Tytuł
Are We Done with Preference Rankings? If We Are, Then What?
Źródło
Operations Research and Decisions, 2014, vol. 24, no. 4, s. 63-74, tab., bibliogr.23 poz.
Słowa kluczowe
Teoria preferencji, Teoria wyboru społecznego
Preference theory, Social choice theory
Uwagi
summ.
Abstrakt
Intransitive, incomplete and discontinuous preferences are not always irrational but may be based on quite reasonable considerations. Hence, we pursue the possibility of building a theory of social choice on an alternative foundation, viz. on individual preference tournaments. Tournaments have been studied for a long time independently of rankings and a number of results are therefore just waiting to be applied in social choice. Our focus is on Slater's rule. A new interpretation of the rule is provided. (original abstract)
Dostępne w
Biblioteka Główna Uniwersytetu Ekonomicznego w Krakowie
Biblioteka Szkoły Głównej Handlowej
Biblioteka Główna Uniwersytetu Ekonomicznego w Katowicach
Biblioteka Główna Uniwersytetu Ekonomicznego w Poznaniu
Pełny tekst
Pokaż
Bibliografia
Pokaż
  1. ARROW K., RAYNAUD H., Social choice and multicriterion decision making, MIT Press, Cambridge 1986.
  2. BANKS J.T., Sophisticated voting outcomes and agenda control, Social Choice and Welfare, 1985, 4, 295-306.
  3. BEZEMBINDER T., VAN ACKER P., The Ostrogorski paradox and its relation to nontransitive choice, Journal of Mathematical Sociology, 1985, 11, 131-158.
  4. BRUNK H.D., Mathematical methods for ranking from paired comparisons, Journal of the American Statistical Association, 1960, 55, 503-520.
  5. CHARON L., HUDRY O., Maximum distance between Slater orders and Copeland orders of tournaments, Order, 2011, 28, 99-119.
  6. ELKIND E., FALISZEWSKI P., SLINKO A., Distance rationalization of voting rules. Manuscript, 2014.
  7. KEMENY J., Mathematics without numbers, Daedalus, 1959, 88, 571-591.
  8. KENDALL M.G., BABBINGTON SMITH B., On the method of paired comparisons, Biometrika, 1939, 31, 324-345.
  9. KLAMLER C., The Dodgson ranking and its relation to Kemeny's method and Slater's rule, Social Choice and Welfare, 2004, 23, 91-102.
  10. LAMBORAY C., A comparison between the prudent order and the ranking obtained with Borda's, Copeland's, Slater's and Kemeny's rules, Mathematical Social Sciences, 2007, 54, 1-16.
  11. LASLIER J.- F., Tournament solutions and majority voting, Springer, Berlin 1997.
  12. LICHTENSTEIN S., SLOVIC P., Reversal of preferences between bids and choices, Journal of Experimental Psychology, 1971, 89, 46-55.
  13. LIST C., PETTIT P., Aggregating sets of judgments: Two impossibility results compared, Synthese, 2004, 140, 207-235.
  14. MAY K.O., Intransitivity, utility and aggregation of preference patterns, Econometrica, 22, 1954, 1-13.
  15. MESKANEN T., NURMI H., Distance from consensus: a theme and variations, [in:] B. Simeone, F. Pukelsheim (Eds.), Mathematics and Democracy. Recent Advances in Voting Systems and Collective Choice, Springer, Berlin 2006, 117-132.
  16. NITZAN S., Some measures of closeness to unanimity and their implications, Theory and Decision, 1981, 13, 129-138.
  17. NURMI H., Making sense of intransitivity, incompleteness and discontinuity of preferences, [in:] P. Zaraté, G. Kersten, J. Hernández (Eds.), Group decision and negotiation. A process-oriented view, Springer, Heidelberg 2014, 184-192.
  18. ÖSTERGÅRD P.R., VASKELAINEN V.P., A tournament of order 14 with disjoint Banks and Slater sets, Discrete Applied Mathematics, 2010, 5158, 88-591.
  19. PAULY M., Can strategizing in round-robin subtournaments be avoided?, Social Choice and Welfare, 2014, 43, 29-46.
  20. RAE D., DAUDT H., The Ostrogorski paradox. A peculiarity of compound majority decision, European Journal of Political Research, 1976, 4, 391-398.
  21. SAARI D.G., Decisions and elections. Explaining the unexpected, Cambridge University Press, Cambridge 2001.
  22. SLATER P., Inconsistencies in a schedule of paired comparisons, Biometrika, 1961, 48, 303-312.
  23. STOB M., Rankings from round-robin tournaments, Management Science, 1985, 31, 1191-1195.
Cytowane przez
Pokaż
ISSN
2081-8858
Język
eng
URI / DOI
http://dx.doi.org/10.5277/ord140405
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