Daniel Berend

Senior Academic

Between the expert and majority rules

Daniel Berend, Luba Sapir

Sapir (1998) calculated the probabilities of the expert rule and of the simple majority rule being optimal under the assumption of exponentially distributed logarithmic expertise levels. Here we find the analogous probabilities for the family of restricted majority rules, including the above two extreme rules as special cases, and the family of balanced expert rules. We compare the two families, the rules within each family, and all rules of the two families with the extreme rules.

Publication language English
Pages 941-960
Journal Advances in Applied Probability
Volume 35
Issue number 4
Publication status Published - 01.12.2003

Keywords

Balanced expert rule
Decision rule
Dichotomous choice model
Expert
Logarithmic expertise level
Partial information
Probability being optimal
Restricted majority rule

ASJC Scopus subject areas

Statistics and Probability
Applied Mathematics
Access to Document
10.1239/aap/1067436329
Other files and links
Link to publication in Scopus