PolicyInteractive, a nonprofit, did some online surveys / mock elections
during the USA 2016 election (pre & post) using alternative voting
systems.
The most important person involved in that effort was Robin Quirke.
Supposedly their sample was attempting to be representative, but
it wasn't in the sense it was an online sample, and in various
ways this sample differed politically from true random samples.
After filling out mock ballots for all the systems (pre-election poll),
642 were asked: "Which voting systems did you prefer (0 is worst; 5 is best)?"
i.e. they were to rate each system on 0-to-5 scale.
SYSTEM MEAN_SCORE 95%CONFIDENCE_INTERVAL
Plurality 3.89 [3.77, 4.01]
Instant Runoff 2.46 [2.33, 2.59]
Score Voting 2.40 [2.28, 2.52]
Approval 2.02 [1.89, 2.13]
Ouch. This result is not good news for voting method reform, and it
conflicts with some previous surveys, e.g. in France, mentioned here
http://rangevoting.org/WhatVotersWant.html
It agrees with some previous surveys mentioned there that score>approval
and plurality>IRV, but disagrees with previous claims score>plurality
and approval>plurality where ">" means "majority preferred."
Re score vs plurality:
I think the PolicyInteractive survey was done better than the French survey,
except for the fact the former was online while the latter was an exit poll
of genuine voters and was answered by
a high percentage of all genuine voters at their locations.
PolicyInteractive also re-asked a similar system-rating question AFTER
the official election, of the same pollees, and the results were similar, i.e.
score and IRV had overlapping confidence intervals but
both were confidently above approval. I am trying to acquire the pairwise
matrices.
---------
Re who would win the US presidency, it looks like their surveys
all said "Hillary Clinton" #1 and Donald Trump #2
with all voting systems, but her most-clear victory
seemed to be with range and approval voting; whereas with plurality and IRV her
victory seemed within their margin of error. E.g. in their 3-7 Nov survey,
631 participants all of whom scored all candidates,
score voting results shown as mean+-stderror.
And HONSCORE was from the question
"Regardless of their chance of being elected, how much do you honestly
want the following to be elected? Jill Stein."
The final line of the table gives the number of stderrors needed to
bring Clinton below Trump (assuming perfect anticorrelations).
CANDDT SCORE(0-5) APPROVAL PLURALITY HONSCORE
H.Clinton 2.41+-0.0878 0.506+-0.0140 0.489+-0.0142 2.225
D.Trump 2.19+-0.0880 0.475+-0.0144 0.467+-0.0145 2.048
G.Johnson 1.78+-0.0558 0.167+-0.0135 0.034+-0.0071 1.331
J.Stein 1.65+-0.0547 0.136+-0.0127 0.010+-0.0040 1.165
Clint>Trump? 1.25sigma 1.09sigma 0.77sigma
With IRV, Johnson & Stein had by far the lowest top-ranking
counts and hence no question they had to be eliminated, leaving Trump
vs Clinton,
which was won by Clinton in final IRV round by 324-307, where note
324 is really 324+-12.6 putting in +-stderror, which means the Clinton
"victory" with IRV was not confident, because the +-stderror was enough noise
to bring Clinton below 50%. I.e. Clinton's IRV victory over Trump
is an 0.67sigma conclusion.
So in all their voting systems Clinton won, but in none of them
was this victory statistically significant; the only truly
significant conclusions were that Clinton & Trump were the top 2 in
all 4 systems.
--
Warren D. Smith
http://RangeVoting.org <-- add your endorsement (by clicking
"endorse" as 1st step)