作者: Michael B. Gibilisco , Annie M. Gowen , Karen E. Albert , John N. Mordeson , Mark J. Wierman
DOI: 10.1007/978-3-319-05176-5_6
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摘要: This chapter focuses on Black’s Median Voter theorem which states that the median voter’s ideal alternative will be socially preferred to other alternatives under majority rule when following strict conditions hold: 1) all can strictly ordered; 2) each voter prefers one alternatives; and 3) preferences decrease monotonically from alternative. shows fuzzy strict, rather than purely are applied holds; but, it does not hold weak applied. However, a potential problem arises using in cases where maximal set, while empty, may contain more