TY - JOUR
T1 - More on the preservation of preference proximity and anonymous social choice
AU - Nitzan, Shmuel
PY - 1989/2
Y1 - 1989/2
N2 - Using a finite social choice framework, Baigent [1987], following Chichilnisky's [1982] topological approach, has considered a proximity preservation property for social welfare functions and social choice functions. This property requires that the" smaller the change" in individual preferences, the" smaller the change" in social preference or in the social choice. It has been shown that if a social welfare function or a social choice function has such a proximity preservation property, then it cannot both respect unanimity and be anonymous.
AB - Using a finite social choice framework, Baigent [1987], following Chichilnisky's [1982] topological approach, has considered a proximity preservation property for social welfare functions and social choice functions. This property requires that the" smaller the change" in individual preferences, the" smaller the change" in social preference or in the social choice. It has been shown that if a social welfare function or a social choice function has such a proximity preservation property, then it cannot both respect unanimity and be anonymous.
UR - http://www.scopus.com/inward/record.url?scp=0041931283&partnerID=8YFLogxK
U2 - 10.2307/2937840
DO - 10.2307/2937840
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AN - SCOPUS:0041931283
SN - 0033-5533
VL - 104
SP - 187
EP - 190
JO - Quarterly Journal of Economics
JF - Quarterly Journal of Economics
IS - 1
ER -