Islam, Jamal and Mohajan, Haradhan and Moolio, Pahlaj
(2010):
*Median voter model cannot solve all the problems of voting system.*
Published in: International Journal of Economics and Research
, Vol. 2, No. 6
(31 December 2011): pp. 111-125.

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MPRA_paper_50696.pdf Download (780kB) |

## Abstract

The median voter theorem is one of the most prominent results of formal political theory and economics, and is widely used to study interactions between them. The median voter is the person in the middle of the distribution on the single dimension and is a more accurate predictor of decision outcomes under simple majority voting system. Politicians believe that elections are logically imperfect. Median voting model has such imperfections less than the other models and an attempt has been taken to explore these in some details. Although the median voting model plays a pioneer role in modern democracy but it can not solve all the problems of voting system, and the paper deals where the median voter theorem fails.

Item Type: | MPRA Paper |
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Original Title: | Median voter model cannot solve all the problems of voting system |

Language: | English |

Keywords: | Median voter, Single-peakedness, Single-crossing and Top monotonicity. |

Subjects: | C - Mathematical and Quantitative Methods > C3 - Multiple or Simultaneous Equation Models ; Multiple Variables |

Item ID: | 50696 |

Depositing User: | Haradhan Kumar Mohajan |

Date Deposited: | 16 Oct 2013 08:12 |

Last Modified: | 29 Sep 2019 20:29 |

References: | Arrow K J (1963), Social Choice and Individual Values, 2nd edn. New York, John Wiley & Sons. Ballaester M A, Haeringer G (2006), A Characterizatio of Single-peaked Preferences: Barcelona Economic working paper series, working paper no. 273. Barbera S, Moreno B (2008), Top Monotonocity: A Common Root for Single-peakedness Single- crossing and the Median Voter Result, Centre de Refevenecin en Economia, Analitica. working paper no. 297. Barbera S (2010), Strategy-proof Social Choice: In Arrow K. J., Sen A. K.and Suzumura K. A Handbook of Social Choice and Welfare, Elsevier, Amsterdam (forthcoming). Black D (1948), On the Rational of Group Decision Making, Journal of Political Economics 56: pp 23-34. Black D (1958), Theory of Committees and Elections, Cambridge University Press. Borda J C (1781), M moiré surles lections au scrutin. historie re l’academie oyale des sciences, Paris. Condorcet M (1785), Essai sur l’application de l analyse a la probabilite des d cisions rendues la pluralit des vopix, Paris. Congleton R (2004), The Median Voter Model. In the Encyclopedia of Public Choice Vol II. edited by Charles. K. Rowley and Friedrich Schneider. (Dordrecht, Kluwer): pp 382-387. Gans J S, Smart M (1994), Majority Voting with Single-Crossing Preferences. Journal of Public Economics. Elsevier. Vol. 59 (2): pp 219-237. Islam J N (1997), Aspects of Mathematical Economics and Social Choice Theory, Proceedings of the Second Chittagong Conference on Mathematical Economics and its Relevance for Develop (ed.) J N Islam. Chittagong, Bangladesh: University of Chittagong. Islam J N (2008), An Introduction to Mathematical Economics and Social Choice Theory, book to appear. Islam J N, Mohajan H K and Moolio P (2009a), Preference of Social Choice in Mathematical Economics. Indus Journal of Management and Social Sciences, 3(1): pp 17-38. Islam J N, Mohajan H K and Moolio P (2009b), Political Economy and Social Welfare with Voting Procedure, KASBIT Business Journal, 2(1&2): pp 42-66. Islam J N, Mohajan H K and Moolio P (2011), Method of Voting System and Manipulation of Voting: International Journal of Management and Transformation, 5(1): pp 10-34. Brown Walker Press 23331 Water Circle, Boca Raton, FL 33486-8540, USA. Web: www.brownwalker.com/ASMT-journals.php Klaus B (2001), Coalitional Strategy-proofness in Economies with Single-dipped Preferences and the Assignment of an Indivisible Object, Games and Economic Behavior 34: pp 64-82. Klaus B, Peters H and Storcken T (1997), Strategy-proof Division of a Private Good when Preferences are Single-dipped, Economics Letters, 55: pp 339-346. Manjunath V (2009), Efficient and Strategy-proof Social Choice when Preferences are Single Peakedness, Mimeo. Myerson R B (1996), Fundamentals of Social Choice Theory. Discussion Paper-1162, Centre for Mathematical Studies in Economics and Management Science, Northwestern University. Penn E M, Gailmard S and Patty J W (2008), Strategic Manipulation in Representative Institution, unpublished manuscript. Risse M (2005), Why the Count de Borda cannot Beat the Marquis de Condorcet, Social Choice and Welfare, 25(1): pp 95-113. Rothstein P (1990), Order-restricted Preferences and Majority Rule, Social Choice and Welfare 7: pp 331-342. Saporiti A, Thome F (2006), Single-crossing, Strategic Voting and the Median Choice Rule, Social Choice and Welfare 26: pp 363-383. Saporiti A (2008), Strategy-proof and Single-crossing, unpublished manuscript, University of Manchester. Sen A K (1970), Collective Choice and Social Welfare. Holden Day: Oliver and Boyd. |

URI: | https://mpra.ub.uni-muenchen.de/id/eprint/50696 |