- Some Condorcet methods (e.g. Minmax(margins)) elect Condorcet
Losers with sincere votes. In some extreme situations the Condorcet
Loser may be the best candidate.
- Note also that the Condorcet specific problems do not do not
materialize in most elections. I haven't yet seen any good examp
It's a little-noticed fact that, in Warren Smith's IEVS simulations,
which generate sets of voters with simulated utilities, then apply
various voting methods and strategies, (see rangevoting.org), Range
Voting, when voters "strategize," is actually beaten by Range with a
top-two runoff.
Range
>In contrast, we show that Condorcet methods can elect
>a Condorcet Loser with non-zero probability when voters
>vote tactically. With strategic agents, approval voting
>is better at electing Condorcet Winners than Condorcet methods!
If we are fans of Condorcet
(and yes, some of us, understandabl
I've written a short paper that I think you may find interesting. It's still
somewhat drafty, but it's good enough to share.
Here's the abstract:
We show that approval voting strategic equilibria are closely related to honest
Condorcet Winners. There exists an approval equilibrium with a clear
fo