Re: [EM] Replies to various people on Condorcet vs RV

2007-02-10 Thread Michael Ossipoff



Scott Ritchie:

So, wait, was half the Condorcet electorate strategic voting by doing
order reversal?  Are we making the assumption that strategic voting is
exactly as common in range and Condorcet in these simulations?

That seems a bit strong, exactly because the risks are different and the
information required is greater for Condorcet.

--WDS:
In IEVS, presently, equal rankings are forbidden in rank-order methods.
Hence all strategic voting in them involves some order changing whenever the 
strategic

vote is not the honest one.

M.O.:

…which (like Warren’s other assumptions) makes the results meaningless.

Warren continues:

I would not say I am making the assumption that strategic voting is
exactly as common in range and Condorcet in these simulations.
You are free to make that assumption if you want.  I am simply computing
the data of what the Bayesian Regrets (and probabilities of electing 
true-Condorcet-Winners)
of different election methods are, at different honesty-strategy mixes in 
the voter population.

At 50-50 mix, range leads to higher CW probability than Condorcet methods.


M.O.

…which is entirely worthless without the assumption that voters are equally 
sincere in both methods.


honest voters
(whatever they are - it is rather hard in practice to tell who is who, they 
all
say they are honest if asked; and nothing stops voters from providing votes 
which include both

honesty and strategy inside the same vote)


M.O.

So use a method that doesn’t force dishonesty, a method with which the voter 
has less need for strategy.



then if you provide a good definition of it I may
include it in a future version of IEVS.  I want to incorporate help and 
advice from you all.



M.O.

I offer this help: If Warren wants to make RV look good, then he’d be 
well-advised to not compare it to Condorcet. Continuing to do so will only 
make RV look really shabby.


Wds:

I will say, though, that personally I really
do not give a damn about how unfair an election method is (and indeed am
not even sure what unfairness even is); what I care about is how much 
society benefits

or not, quantitatively, from the election result.  If election method A
causes expected societal benefit +999 and B causes benefit -999, where 
benefit is
a well defined quantitative thing that we all agree is better to make larger 
-
then I will prefer A even if some whiner comes along and says in his opinion 
A was

more unfair.


M.O.

It’s been long understood on EM that “unfairness”, such as the need for 
insincere voting, is very bad news for social utility. You can’t expect to 
get good SU unless people are voting in accordance with their genuine 
preferences.


The familiar “lesser-of-2-evils problem” causes people to sacrifice 
sincerity for perceived pragmatism. What is the lesser-of-2-evils problem? 
It is the fear of fully voting X over Y, because then one can’t fully vote Y 
over Z. Guess what?: RV has the lesser-of-2-evils problem in a transparently 
obvious way, in a big way that Condorcet doesn’t have.


Mike Ossipoff



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[EM] Abd reply

2007-02-10 Thread Michael Ossipoff



Scott Richie:

So, wait, was half the Condorcet electorate strategic voting by doing order 
reversal? Are we making the assumption that strategic voting is exactly as 
common in range and Condorcet in these simulations?


Abd:

That would seem to be an unjustified assumption, of course. However, the 
*only* way to vote strategically in Condorcet is to reverse order.


I reply:

No, not really. There’s strategic truncation, and there’s strategic 
equal-ranking.


But I agree that the only conceivable way to have a strategy _problem_ in wv 
Condorcet would be if people are doing offensive order-reversal strategy.


Scott Richie:

. That seems a bit strong, exactly because the risks are different and the 
information required is greater for Condorcet.


Abd:

One thing that Warren's work seems to have done is to answer the common 
objection to Range that sincere voters will be harmed by strategic voters.


I reply:

No, he hasn’t shown that to not be so. It’s obvious that it will be so.

Abd:

That doesn't appear to be true, with a necessary qualification. Harmed 
must mean Significantly harmed. Further, as I've noted, the meaning of 
strategic voting is different under Range. It could only refer to 
magnification. Which isn't order reversal, it's quite a different animal, 
and, it can easily be argued that it is *not* insincere.


I reply:

Abd is playing word-games. Define “sincere” how you want to, but RV will 
make people afraid to fully vote Favorite over Compromise, because that 
would prevent them from fully voting Compromise over Worst. Which part of 
that do some people not understand?


In Condorcet wv, you can fully vote both of those pair-wise preferences, and 
they’ll both be fully counted.


Mike Ossipoff



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[EM] 2nd Abd reply

2007-02-10 Thread Michael Ossipoff


Abd says:

Range is, essentially, the benchmark. Range was designed to maximize social 
utility, whereas the other methods were designed to satisfy criteria that 
were *presumed* to be associated with benefit to society.


I reply:

Forgive me for presuming that letting people vote sincerely, and electing 
C.W.s without perfect information, would benefit society. And RV-ists make a 
big presumption if they believe RV will have enough sincere voting to really 
maximize SU. The notion that RV will maximize SU, or even do so as well as 
Condorcet wv, is a fantasy. RV-ists live in La-La Land.


Abd continues:

Range, in a sense, is designed to satisfy the utility benchmark quite 
directly. It uses the utility benchmark to choose a winner!


I reply:

…based on the contra-factual assumption that sufficiently many people will 
vote sincerely.


Abd continues:

What's interesting here, though, is we now have some measure of *how much* 
it is better. And under what conditions it is better. How much is Range N, 
with N2, better than Approval. How much is Range 100 better than Range 10? 
 Of course, I did the same thing with my sims ( http://bolson.org/voting/ 
sim.html ) way back 4-5 years ago. I designed a simulator that could 
measure the social utility of election results, and naturally the best 
result came from the election method which just summed up voter's 
personal-utility-votes and picked the overall best. That's an awful lot 
like ideal range voting. And indeed it's great and expressive and better 
than Condorcet _when everyone is honest_. Right. And this has to be 
understood. Range is ideal with honest voters. Now, what happens when voters 
aren't honest? We have a lot of *theory* about this, most of it rather 
abstracted from any kind of real-world measurement.


I reply:

That voters will be afraid to sincerely rate Favorite over Compromise, 
because they feel strategically forced to fully vote Compromise over Worst 
isn’t some abstract theory. It’s obvious based on how people vote now. 
Pluarality isn’t RV? Sure but the lesser-of-2-evils need that voters 
demonstrate now will be there with RV too, and will have predictable results 
in voting.

Abd continues:


Simulations are also abstracted, to a degree, but should correlate with 
real-world performance much better than determining what criteria methods 
satisfy. A criterion may seem reasonable but may be utterly inapplicable in 
the real world.


I reply:

Where does Abd get his assurance about this? He sure doesn’t give any 
justification for it. When it’s been shown that a method meets a criterion, 
then it’s known that there is something that that method will never (or 
always) do in actual genuine real-world elections. T hat’s more than you can 
say for the results of a simulation, especially if it’s based on ridiculous 
assumptions, as Warren’s simulations are.


Abd continues:

Do the strategic voters make out unfairly well vs the honest voters? Again, 
this is another version of the standard objection to Range. If strategic 
voters under Range reverse preferences, they gain no advantage by it.


I reply:

A straw-man. I’m not aware of RV critics claiming that offensive 
order-reversal will be a problem in RV.


Abd continues:

They *may* gain an advantage by voting Approval style, but I would expect 
that advantage to be small, and, in particular, the harm done to less 
melodramatic voters is, practically by definition, small.


I reply:

Abd is barking up the wrong tree. If someone gains advantage by voting 
Approval style in RV, that isn’t a bad thing, in the sense of messing up the 
result (unless you believe in the fairy-tale of RV’s SU maximization). Some 
people emphasize strategy as something that the method has to combat, in 
order to not let strategizers wrongfully influence the result. I claim that 
that is a worthless approach. The genuine strategy problem is when voters 
are strategically forced to conceal their genuine preferences.





Abd continues:


I use the pizza election example. A group of people must buy one kind of 
pizza. They hold an Approval election. A majority prefer Pizza A, in fact, 
but they also find B acceptable, and they so vote. A minority prefer B and 
detest A, and they so vote. B, of course, wins under Approval. The B voters 
gained, the A voters lost (compared to sincere preferences, which, to 
express, we should really use Range.) But it would not be appropriate to say 
that the A voters made out unfairly well. They consented. Only if the B 
voters were being deceptive, they actually had only a small preference for 
B, but just wanted to get their own way, could we reasonably state that 
there was some unfair advantage taken. Even then, though, most functional 
groups would still say, If you want it that much, fine. I'm okay with B, if 
I wasn't, I wouldn't have approved it.



I reply:

No one denies that RV would maximize SU under the Fantasy-Land assumption of 
sincere voting.


Mike Ossipoff



[EM] replies to Ossipoff re Range Voting; explanation of latest RV results

2007-02-10 Thread Warren Smith
WDS: In IEVS, presently, equal rankings are forbidden in rank-order methods.
MO: which (like Warren's other assumptions) makes the results meaningless.

--WDS: While I agree it would be nice if IEVS did equal rankings, and I plan to 
make
a future version do that,
(a) I do not agree I ever made any assumption here.
I simply described the status of IEVS.  I did not make an assumption.
(b) I do not agree every result in the universe that concerns rank order voting 
methods
is meaningless.

MO: If Warren wants to make RV look good, then he'd be
well-advised to not compare it to Condorcet. Continuing to do so will only
make RV look really shabby.

--WDS: I resent any implication that my goal with IEVS is to make RV look 
good.
My goal is to investigate data and compare voting methods, as opposed to 
figuring I have
all the answers at the outset.

Abd: One thing that Warren's work seems to have done is to answer the common
objection to Range that sincere voters will be harmed by strategic voters.
 MO: No he hasn't... It's obvious that [Smith is wrong].

--WDS: I believe Abd was referring to the following:
   http://rangevoting.org/StratHonMix.html

--WDS: finally, I said I would explain why, in certain parts of the parameter 
space,
IEVS now finds that RV does worse than Condorcet methods.  I believe I have a 
pretty good
understanding of that now and you can read it at
  http://groups.yahoo.com/group/RangeVoting/message/3501

I plan some further experiments which should shed some light on how common this 
is...

Warren D Smith
http://rangevoting.org



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[EM] Condorcet and Participation, Moulin's proof

2007-02-10 Thread Chris Benham


 [EM] Condorcet and Participation

*Markus Schulze * [EMAIL PROTECTED] 
mailto:markus.schulze%40alumni.tu-berlin.de

/Sun Oct 5 02:48:02 2003/

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Dear participants,

this is Moulin's proof that participation and Condorcet
are incompatible.

Situation 1:

  3 ADBC
  3 ADCB
  4 BCAD
  5 DBCA

Situation 2:

  Suppose candidate B is elected with positive probability
  in situation 1. When we add 6 BDAC voters then candidate B
  must be elected with positive probability according to
  participation and candidate D must be elected with
  certainty according to Condorcet.

Situation 3:

  Suppose candidate C is elected with positive probability
  in situation 1. When we add 8 CBAD voters then candidate C
  must be elected with positive probability according to
  participation and candidate B must be elected with
  certainty according to Condorcet.

Situation 4:

  Suppose candidate D is elected with positive probability
  in situation 1. When we add 4 DABC voters then candidate D
  must be elected with positive probability according to
  participation and candidate A must be elected with
  certainty according to Condorcet.

Situation 5:

  Because of the considerations in Situation 2-4 we get
  to the conclusion that candidate A must be elected with
  certainty in situation 1. When we add 4 CABD voters then
  candidate B and candidate D must be elected each with
  zero probability according to participation.

Situation 6:

  Suppose candidate A is elected with positive probability
  in situation 5. When we add 6 ACBD voters then candidate A
  must be elected with positive probability according to
  participation and candidate C must be elected with
  certainty according to Condorcet.

Situation 7:

  Suppose candidate C is elected with positive probability
  in situation 5. When we add 4 CBAD voters then candidate C
  must be elected with positive probability according to
  participation and candidate B must be elected with
  certainty according to Condorcet.

Markus Schulze




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