In an election, an alternative is said to be a strong Condorcet winner when
more than 50% of the voters rank this alternative first in their preferenc
e orders. The strong Condorcet efficiency of a voting rule is defined as th
e probability of electing the strong Condorcet winner, given that such an a
lternative exists. In this paper, we provide some analytical representation
s for the strong Condorcet efficiency of some specific scoring rules in thr
ee-alternative elections. (C) 2000 Elsevier Science S.A. All rights reserve
d. JEL classification: D7.