Sequentially Spent Score: Difference between revisions

clean up (AWB), typos fixed: 2 seat → 2-seat
(clean up (AWB), typos fixed: 2 seat → 2-seat)
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'''Sequentially Spent Score''' ('''SSS'''), also known as Sequentially Subtracted Score or Unitary Cardinal Voting, is a sequential [[Multi-Member System |Multi-Winner]] [[Cardinal voting systems |Cardinal voting system]] built on [[Score voting]] ballots. Each round's winner is the candidate who has the highest sum of score. Between each round the ballots are adjusted such that a candidate cannot influence subsequent rounds more than the score they have remaining. This property of spending score is a particular implementation of [[Vote Unitarity]]. Sequentially Spent Score was invented by [[Keith Edmonds]] and [[Vote Unitarity]] was defined to describe this underlying theory.
 
'''Sequentially Spent Score''' ('''SSS'''), also known as Sequentially Subtracted Score or Unitary Cardinal Voting, is a sequential [[Multi-Member System |Multi-Winner]] [[Cardinal voting systems |Cardinal voting system]] built on [[Score voting]] ballots. Each round's winner is the candidate who has the highest sum of score. Between each round the ballots are adjusted such that a candidate cannot influence subsequent rounds more than the score they have remaining. This property of spending score is a particular implementation of [[Vote Unitarity]]. Sequentially Spent Score was invented by [[Keith Edmonds]] and [[Vote Unitarity]] was defined to describe this underlying theory.
 
==Procedure==
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! rowspan=1 | [[w:Independence of clones criterion|Clone proof]]
! rowspan=1 | [[Participation criterion|Participation]]
! rowspan=1 | [[Proportional Representation | Hare Quota Criterion]]
 
|- style="font-size:80%;"
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Because this system is a Monroe type which is derived from the [[Hamilton method]] it fails participation. An illustrtive example is as follows.
 
To simplify, letslet's condsiderconsider a 2 -seat election in a max=10 score. The candidates are all clones of type A and B.
 
Case 1: