James Green-Armytage  > Sent: Sunday, August 29, 2004 10:07 AM
>       However, surprisingly, the fractional transfer issue 
> doesn't end there. Note that in STV-PR, candidate 
> eliminations happen before surplus transfers.

James, where did you get this statement?  As written, it is wrong.  If you had written 
"candidate
eliminations CAN happen before surplus transfers", you would have been correct.  But 
then that would
have had a major bearing on your subsequent statements about tactical voting.  In 
elections with
small electorates these tactics are sometimes employed by "clever" voters who believe 
they can
predict the voting behaviour of most of the other voters sufficiently well to make 
such tactical
ploys worthwhile.  But in major public elections .....?

In all STV rules, significant surpluses, ie those can alter the order of the bottom 
two (or more)
candidates, must be transferred BEFORE any candidate can be eliminated.  It is only 
when there are
no surpluses or no significant surpluses that an elimination can occur before the 
transfer of a
surplus.

As James G-A said, the history of fractional transfer values is as old as the history 
of STV-PR
itself.  But there is more to this than simply some arithmetic.  There is a major 
difference in the
underlying philosophy of representation between those who want to retain integer 
transfers and those
who promote fractional transfers.  Integer transfer (the "exclusive" approach) is 
about maximising
the diversity of representation.  Fractional transfer (the "inclusive" approach) is 
about maximising
consensus in the selection of representatives.  Some of the arguments for fractional 
transfers
appear to be rooted in social choice theory.  Those who promote social choice 
consensus are
vigorously (and vehemently) opposed by those who promote the merits of maximising 
diversity.

These issues arose during the discussions on the Local Governance (Scotland) Bill in 
the Scottish
Parliament earlier this year.     Some of them are discussed in this Briefing Note 
(PDF file 42 KB):
http://homepages.phonecoop.coop/James.Gilmour/STVTransferRules.pdf

James


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