From: | "Barak A(dot) Pearlmutter" <barak(at)pearlmutter(dot)net> |
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To: | Markus Schulze <markus(dot)schulze(at)alumni(dot)tu-berlin(dot)de> |
Cc: | spi-general(at)lists(dot)spi-inc(dot)org |
Subject: | Re: Voting system R&D (Re: 2017 update to the SPI voting algorithm for Board elections) |
Date: | 2017-03-05 11:18:36 |
Message-ID: | CANa01B+RR=miQv_xNWwdYeMshLm0tmXmF55h3yvf=bd5MynUrA@mail.gmail.com |
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Lists: | spi-general |
On 4 March 2017 at 13:01, Markus Schulze
<markus(dot)schulze(at)alumni(dot)tu-berlin(dot)de> wrote:
> I recommend Schulze STV.
It is a very nice algorithm, which does about as well as any
polynomial-time algorithm could using rank ballots. It certainly
overcomes a lot of the practical pathologies in ScottishSTV or more
generally IRV-based STV systems.
I would agree that, assuming rank ballots, Schulze STV is the most
sensible choice.
If I were ranking them as fit-for-purpose in the current context, I'd rank
RRV > Schulze STV > ScottishSTV > Current System
If I wanted to be more informative, while using the entire dynamic
range, I'd say
RRV: 99
Schulze STV: 90
ScottishSTV: 50
Current System: 0
One issue with Schulze STV is that it is hard to explain to people who
are not mathematically sophisticated. That should not be a problem
here.
Cheers,
--Barak.
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