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030 Department Bulletin Papers = 本学紀要論文
*Hitotsubashi journal of economics
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Identifier to cite or link to this item: https://doi.org/10.15057/25385
Identifier to cite or link to this item: https://hdl.handle.net/10086/25385
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Title
IMPOSSIBILITIES OF PARETIAN SOCIAL WELFARE FUNCTIONS FOR INFINITE UTILITY STREAMS WITH DISTRIBUTIVE EQUITY
Creator
Creator Name
SAKAMOTO, NORIHITO
SAKAMOTO, NORIHITO
Affiliation
Affiliation Name
Tokyo University of Science
Key Word
intergenerational equity
distributional equity
JEL
D63
D71
Abstract
This paper examines the existence of social welfare functions satisfying some reasonable axioms of distributive equity and Pareto efficiency in aggregating infinite utility streams. Our main results show that there exist social welfare functions that satisfy both the Pigou-Dalton transfer principle and weak dominance.a weak version of the Pareto principle., but there exists no social welfare function that satisfies any of our distributive equity axioms and weak Pareto principle simultaneously. Thus, we prove that no Paretian ranking can satisfy numerical representability and any of distributive equity axioms in the setting of intertemporal social choice.
Publisher
Hitotsubashi University
Issued Date
2012-12
Language
English(eng)
Resource Type
departmental bulletin paper
Version Type
VoR
selfDOI
10.15057/25385
ISSN
0018-280x
NCID
AA00207547
Source Title
Hitotsubashi Journal of Economics
Volume Number
53
Issue Number
2
Page Start
121
Page End
130
Appears in Collections
Vol. 53, no. 2 (Dec. 2012)
URL
https://hdl.handle.net/10086/25385
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