On 03/13/2013 10:48 PM, Abd ul-Rahman Lomax wrote:
At 03:16 PM 3/13/2013, Richard Fobes wrote:
For the benefit of those who don't understand why FairVote promotes
IRV (instant-runoff voting) in opposition to many forum participants
here, I'm posting this extract from an excellent, well-written, long
message by Abd.

On 3/13/2013 11:46 AM, Abd ul-Rahman Lomax wrote:
[not copied]

I'll add that in Canada the FairVote group directly advocates STV and
European-based PR methods, not the stepping-stone IRV path.

(BTW, please don't confuse the similarly named FairVote and VoteFair
names.)

I certainly won't.

Yes, STV is a far more sensible method, under certain multiwinner
conditions. However, the essential problem does remain, premature
elimination as a result of vote-splitting in first preference, further,
there is the problem that Dodgson (Lewis Carroll) identified in the
1880s, that voters don't necessarily have adequate information to
properly rank more than one candidate. Hence he proposed what we now
call Asset Voting, as a tweak on STV.

The good thing about multiwinner methods is that as the number of seats go up, the proportionality constraints matter more and more and the wiggle room between those proportionality constraints become less. So the more seats you have, the more bizarre the base method can be as long as it meets the proportionality criteria.

STV meets Droop proportionality, which is its proportionality criterion. If you have a great number of seats, you're pretty much bound to have some minorities be large enough that they'll proportionally get what they want.

Of course, this logic also goes the other way, so mutual majority for single-winner is a more loose constraint than DPC in the 10 seat case, thus making IRV comparatively worse compared to Condorcet than say STV with 10 seats compared to CPO-STV with 10. There's also the problem that ranking very long lists of candidates becomes a chore, and if there are many seats, there also are many candidates. The Australian way of turning STV into a party list method is one way of "solving" this, but in my opinion, that cure is worse than the disease.

With Asset Voting, candidates aren't actually eliminated; rather, they
aren't elected yet, but they can exercise the votes they hold, to create
winners, thus converting the voting system into a *deliberative
process.* In theory, if two candidates are holding votes for the last
seat, and can't come to an agreement, they can choose *someone else*,
who might not have been a candidate at all!

How does the process work? Is STV run through one round, and then the candidates to be eliminated are asked where to transfer their votes, and then STV is run through the next round, and then the candidates... and so on?

Also, I haven't heard of Asset being used in public elections, but I know of something similar where candidates provide a ranking of their own. This was used in Fiji, for example, before the coup. One common complaint about this is that it takes power out of the hands of the voters. That is, the parties make backroom deals about whom to support, and then the voters' votes are "hijacked" in the direction of the allies against the voters' wishes.

How does proper Asset handle that? I've heard counters to the effect that "if you don't trust your favorite to manage your vote, then you shouldn't trust your favorite with policies either, and so you shouldn't vote for him". But in a similar way to how a majority of a majority is not a majority, the closest political candidate to your closest political candidate may not be your next-to-closest political candidate. Each link weakens the connection to the voter. Similarly, party pressure can be applied to the candidate's ranking of other candidates, but not as easily to the day-to-day workings of that candidate.

I guess Asset itself is not as susceptible to this problem if the candidates are free to declare where their votes should go, instead of having to commit ahead of time. But does it weaken it enough in a highly competitive environment with party discipline?

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