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  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23472">
    <title>Re: help w. planning/working on a monte-carlo simulation?</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23472</link>
    <description>&lt;pre&gt;
Right. We learned how to accomplish this with modest-sized groups in 
the 20th century. Scaling this up has been thought impossible.

It's not. Indeed, it is *necessary*.


Great. It's the place to start. The goal that I see as realizable is 
that voting systems, and, more importantly, the *political process* 
can be designed to increase connectivity and trust between the people 
and government. When I started this, I felt like a voice crying in 
the wilderness. I don't feel that way any more. Lots of people are 
getting it. Structures are being built.


The interesting possibility, to me, is that the *simplest* system, 
vote-for-one, can be used in Asset as a ballot, and handling votes 
for more than one can easily be done without harm. Voting strategy is 
so simple it's hard for people to understand?

"What do you mean, vote for the single candidate you most trust? How 
would I know who this would be out of what might be thousands of candidates?"

People get it backwards. Identify the person in your community you 
most trust, talk to them and ask them to register as a candidate, and 
vote for them! And if you don't know anyone, well, that's the source 
of your sense of isolation and disempowerment right there! Meet some 
people! Or find someone else like yourself, do what it takes, and cooperate.

(People think that the "you most trust" is about comparing all the 
candidates and finding the one who most matches your opinions. A 
difficult task indeed! Trust is not about matching opinions, though 
it may correlate with them in some ways. And if we don't know what 
trust is, again, *there is what stops us!*)


For complete work, do both.


That's a goal that will distort your results. Do some real science 
here. It starts with exploration. Find some historical data, I 
suggest. Become familiar with how the methods work in actual 
practice. Then design simulations, see if you can predict the 
behavior of real elections with them. The advantage of simulations is 
that you can observe how absolute utility profiles create results, 
and then you can, for the simulations, measure Bayesian regret. Real 
performance as to a measure of overall social satisfaction, known 
because the profiles were *defined.* That's what you cannot do with 
real elections, or at least not generally. There might be some ways to do it.

If you believe that the Droop quota is not needed, try to prove you 
are wrong, by designing tests. If you try to prove that your theory 
is true, you can always make up evidence to prove it.

What's likely is that the Droop quota has functions and the Hare 
quota has functions. I always suggest the Hare quota for Asset 
elections because it's thoroughly fair, all seats fully and without 
compromise represent a quota of voters. However, the Droop quota does 
the same thing, *if one may elect an extra seat*. That seat might 
have some difference in funciton; it represents what I call "dregs." 
Left over votes from elected seats, isolated electors who haven't 
found a compromise. Attempting to complete the election immediately 
is what leads to wasted votes and wasted votes means people who 
aren't represented.

Essentially, the quota can be arbitrary, it simply will produce a 
different number of seats if all votes are used. Is there harm in 
this? *How much harm*?

If you look at what seems like unfairness, I suggest it will be found 
in the rules that attampt to reqiure completion in a fixed time. What 
if the results of elected seats are announced, and not all seats have 
been elected, and over the next weeks and months, electors get it 
together to create more seats? If enough seats have been elected 
initially, the Assembly can begin to function, and it could simply 
decide to consider the threshhold for substantive motions to pass to 
be the majority of electoral votes. It could even allow electors to 
vote directly, while still restricting the right to introduce motions 
and debate on the floor to elected seats.

There are creative ways to address the problem that could transform 
the entire way we look at politics. Asset elections complete through 
*cooperation,* not competition. Every seat is *unanimously elected by 
a quota.* For N seats, that's the Hare quota.

Single-winner elections use the Droop quota! (That is, when a 
majority is required. This is the origin of the Droop quota, really.) 
Single-winner elections *require* wasted votes. The equivalent of 
using the Hare quota in a single-winner election would be a 
requirement for unanimity.

For those that don't know, the Hare quota in an N-winner election 
with V voters casting one vote -- or having one vote active -- is 
V/N. The Droop quota is V/(N+1). The methods we are considering, when 
a candidate is elected with votes in excess of the quota, the 
remaining votes after the quota is substracted are then available to 
be assigned to another caniddate. In Asset, votes held by the 
candidate may be assigned at will by the candidate, as if they were 
the candidate's "assets," hence the name. In STV, the transfers are 
assigned by a ranked ballot, the elected candidate is "eliminated" 
from the remainder of the election, and all ballots with a vote for 
that candidate drop to the next rank, and are given a fractional 
consideration so that the remaining sum is the left-over vote. At 
least that's one method.

The stunning power of asset comes from the transfers being under 
intelligent control, and available for negotiation. The voters assign 
trust to electors, who then operate publically as to any re-voting. 
The electors can use any process they choose to decide how to rassign 
their votes. I expect that seats will be elected chaotically, 
essentially one at a time, as electors find agreement to assign a 
quota of votes to a seat.

This is actually what happened with the ESF Steering Committee 
election. I was elected immediately, the only candidate with more 
than a quota of votes (Hare or Droop). I then elected the second of 
three seats, assigning him, beyond his own votes, enough to take him 
to the Droop quota, with, as I recall, still having enough votes to 
give him a Hare quota if necessary. (I don't remember exactly. The 
rules had been imperfectly and, my opinion, incorrectly specified, 
but the Asset concept is so powerful that we, as the candidates, 
could create a *unanimous election,* and with unanimity, is anyone 
gong to complain that we did not follow the announced process?). And 
then the second-highest vote-getter transferred his votes to a 
candidate who had only one vote of his own, giving him a Droop quota.

So, to make the election unanimous, I asked the remaining candidate 
&lt;/pre&gt;</description>
    <dc:creator>Abd ul-Rahman Lomax</dc:creator>
    <dc:date>2013-05-19T04:35:09</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23471">
    <title>Re: help w. planning/working on a monte-carlo simulation?</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23471</link>
    <description>&lt;pre&gt;Thank you Abd,

I agree consensus is feasible when there are few people and they are
committed to working together.

I'm focusing on US elections and more so "more local" elections that tend
to be chronically non-competitive.

I agree we all use short-cuts in voting and that that shd be considered in
thiinking about what sort of election rules we should use.

For simulations, I could generate utilities like Warren Smith did, or I
could sample from historical data.
Either way, my goal wd be to refute the notion that a Droop quota is needed
for 3-seat elections, when the purpose of the droop quota is served by
another means, like the use of an at-large seat.
dlw

dlw


On Fri, May 17, 2013 at 2:09 PM, Abd ul-Rahman Lomax &amp;lt;abd&amp;lt; at &amp;gt;lomaxdesign.com&amp;gt;wrote:

----
Election-Methods mailing list - see http://electorama.com/em for list info
&lt;/pre&gt;</description>
    <dc:creator>David L Wetzell</dc:creator>
    <dc:date>2013-05-17T19:13:54</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23470">
    <title>Re: help w. planning/working on a monte-carlo simulation?</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23470</link>
    <description>&lt;pre&gt;
It's unlikely to result in a "minority being in power." A minority 
may get a disproportional number of seats, based on what is done when 
no more candidates get the quota. That is only one possible solution; 
it's based on the assumption that *all seats must be filled.* Indeed, 
since all seats meeting the Hare quota is pretty unlikely, setting 
the quota to aim for N+1 seats and then *not awarding that last seat 
unless the quota is met*, is a kind of solution.

Asset demolishes the problem. One would indeed set the number of 
seats one high and tolerate it being met, because if it is met, 
*every voter is represented, no exceptions.*

There is another solution as well. We actually held an Asset 
election, for the Election Science Foundation Steering Committee, and 
it seemed possible that only two candidates would get the Hare quota. 
The election was defined unilaterally by one of the candidates as 
electing the top three after transfers. The transfers made it Asset. 
I'd never have set the "top three" criterion. I was first in votes; 
this candidate was second, and Warren Smith was third, and there were 
two others with votes. I had enough votes to be elected by the Hare 
quota, with some votes left over. Nobody else had the Droop quota 
without transfers. I had enough votes to push Warren over the Hare 
quota, as I recall, certainly it was over the Droop. So since we had 
no clear rules, and the declaration of the candidate as to the 
method, was unilateral, and Warren and I now represented a 
supermajority of voters, I felt free to handle this the way I 
generally desire: push for maximized consensus. So I essentially 
declared Warren elected and, if we had been unable to agree on the 
third seat, we still had two members of the committee and could have 
made any necessary decision on behalf of the full electorate by 
mutual consensus. As it happened, the candidate in second place 
decided to finish the process by awarding his votes to another 
candidate. That left one candidate who was holding two votes. I asked 
him if he approved the election. He did.

So we elected three seats with *unanimity*. All candidates had the 
Hare quota. As policitical scientists about this, they will tell you 
it's impossible. Sure, it was not really difficult because we only 
had 17 voters. But how does one elect a 3-person committee with 17 
voters, and *quickly* manage that it's unanimous?

If the 2nd candidate had held out, we could have then done whatever 
necessary to move on. Personally, I'd have invited him to participate 
fully, but without a deciding vote, unless an agreement had been made 
transferring those votes to him. That wasn't impossible. I wasn't 
actually *opposed*, I merely wanted to see what would happen if I 
held back. With a more formal method, the same thing could easily 
have happened.

Basically, the elector left with the two votes had an obvious way to 
cast them. If they were not cast, all those who voted for that 
elector would not be represented. That's a high social pressure to 
find the best compromise.

What disturbs some people is that *this process cannot be predicted,* 
at least not with high confidence. I'd not have predicted the 2nd 
candidate would do what he did. It was a surprise. It upset one of 
the voters, in fact, who thought that somehow this person had been 
deceptive. "Why did he run if he wasn't willing to serve?" But he 
*was* willing to serve, he simply made a compromise, for his own 
reasons. However, electors in Asset elections need not have any 
intention to actually serve, and they could even announce that in 
advance. They serve in the process of the election, that is the 
promise that they make, not to actually move to some location and 
spend their life dealing with endless minutia, the real service of 
real polticians.

So: an option isto just leave that last seat vacant if there is no 
compromise found. And a way to handle that in the Assembly is to 
treat this vacant seat as part of the basis for a majority. Or just 
neglect it. However, Asset creates a body of *pubic voters* -- we did 
all the negotiations on a public mailing list; we *could* have 
negotiated privately and then announced our decisions as to vote 
transfers, but we didn't -- and it's possible, because these are real 
people with established identities (I'd require that for electors to 
be eligible), internet voting becomes possible with high security. 
It's secret ballot internet voting that's a problem.

They electors have the elected seats to participate in deliberation, 
and to vote for them *by default,* but if the electors vote directly, 
the votes that went to them from the elector would devalue the vote 
of the seat fractionally. My sense is that this would be rare as 
making any difference, and it might be routinely neglected in 
reversible procedural decisions (i.e., later it would be revealed 
when the internet voting was considered). It is also possible that 
the internet voting would be real-time. I.e., an elector would be 
watching the proceedings over the net, see a vote, and vote 
immediately. Later is too late. This is the same restriction as is on 
seats. Be there or be square. Or the elector is actually present, in 
the gallery. Internet voting by phone would be simple, and they, as 
electors, would have a secure account on a legislative wireless 
network. Remember, all votes of seats and electors *must be public* 
for this system to work. Some legislative process requires secret 
committees. Sorry, electors, that's not where you can watch and vote. 
You don't have adequate proven public trust, only seats have that.)

A step toward that would be to simply allow electors with unassigned 
votes to vote them. Voting is a small part of what an Assembly 
actually does. Most of the business is in process, in entering 
motions and debating them on the floor or in committee. That would 
only be open to elected seats. That, however, is all public process, 
and can be followed by electors *if they wish*. Electors who are 
widely trusted may wish to do this. An elector holding a couple of 
votes, or even just one (perhaps their own?) may find it more trouble 
than it is worth....

Natural consequences: compromise and gain access, or don't. But, with 
these systems, no votes need be wasted. Period. Unless they are cast 
for a poor candidate. (And it's possible for candidates to name a 
proxy or successor if they can't function. They should be trusted to 
do that. It would be voluntary, except in Asset systems that, for 
voter security, disallow becoming a public voter with less than a 
threshold of votes. That's to make voter coercion more difficult. Not 
necessary in many implementations, only under "difficult conditions." 
Under those conditions, the votes would be amalgamated by proxy and 
assigned to an elector as indicated, by the system, secretly. I don't 
like this at all, but necessity is necessity.)


Party lists are very attractive. The reason is the same reason that 
led Lewis Carroll to invent Asset Voting. Most voters only know their 
favorite. They really don't know enough to rank others. So they 
bullet vote, when they can. (Much of what FairVote imagines is 
reaction to LNH failure, in the old Bucklin elections, is really just 
this phenomenon, and the same thing happens with IRV when voters are 
not forced to fully rank -- which many then do by just checking down 
the list, which is why they need to do Robson Rotation.... you don't 
get good information out of voters by coercing them. Bad Idea.)

Voters know parties even better than candidates, and they know their 
favorite. The knowledge persists beyond a single election, and they 
can probably rank parties as well.

The reason Demoex was able to gain a seat in their City Council was 
because of party list. It made it simple and cheap. They have not 
been as successful as they might have been because they created a 
no-party party, which then proceeded to behave like a party with 
*high discipline*, i.e., a winner who was pledged to only vote *as 
instructed by the party process*. And when another small party 
started up, that might have been similar in some positions to them, 
they treated it like the enemy because they lost votes. Demoex, then, 
in spite of the brilliant ideas in some of what they did, proceeded 
to demonstrate the hazards of being a political party. Even if it is 
theoretically open, in practice, it can easily become "Us First." 
They didn't cooperate. Had they set up Demoex to *advise* candidates 
&lt;/pre&gt;</description>
    <dc:creator>Abd ul-Rahman Lomax</dc:creator>
    <dc:date>2013-05-17T19:09:09</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23469">
    <title>Re: [CES #8174] Criteria satisfied (and not) by score  voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23469</link>
    <description>&lt;pre&gt;
Warren did add to the page that "Secret Preferences" was also known 
as Later No Harm. I can readily understand why he did use a different 
name. The name is horrible. It implies "harm" is done by voting 
sincerely. Later-No-Harm implies that revealing a "secret preference" 
harms someone. Whom?

"The more-preferred candidate" is alleged harmed by someone else 
being elected. LNH-compliant methods *force* voters to keep lower 
preferences "secret," the method does not uncover them unless the 
preferred candidate is eliminated. Note that this elimiination cuts 
both ways. The "secret preferences" of other voters cannot save the 
candidate from losing the election.

The implication is strong: compromise must only be allowed if the 
first preference is *impossible*.

Therefore Later-No-Harm compliant methods are inimical to compromise, 
and negotiating an optimal compromise is the principal mission of 
voting system.

Along this line of thought, Approval fails LNH, because a voter who 
votes a second preference as well as a first can cause the first 
preference to tie, or, if a tie exists between the first and second 
preferences, it can cause the second preference to win.

However, this is only visible if we know a "secret preference." The 
ballots won't show this.

Now, if the voter voted for A and B, which one did the voter harm? It 
is true for either one that the other vote can cause the other to 
win. In Approval, the situation is exactly balanced. Both votes 
helped both candidates toward a win against all others. Essentially, 
the voter has, if bullet voting, helped only one, and if voting for 
two, has helped two *equally*. Only in the case that both candidates 
are frontrunners is this problematic.

LNH "failure," then, is only of interest to voters who might consider 
approving both frontrunners. Where voters have a significant 
preference, they will only approve one frontrunner, and not the 
other. They have a *choice* of whether or not to approve both. We 
must assume that if they do approve both, they have a weak preference 
between them. The two votes then effectively expresses that weakness.

Approval is the first step into a world of methods that rank (or 
rate) categories of candidates rather than candidates. It's up to the 
voter what categories to place candidates in, and Arrow recently 
explained in an interview that his famous Theorem did not apply to 
methods like this.

Yet it is as simple as Counting All the Votes.

Essentially, LNH is a Criterion that can sound good on first contact. 
It actively prevents a voting system from negotiating a fair 
compromise, hence the Spoiler effect in Plurality and Center Squeeze 
in IRV. It's simple to fix, but inevitably the fix causes LNH failure.

In highly polarized situations, voters will bullet vote and cause 
Approval to default to Plurality. We can fix this either by using 
IRV, with conditional lower ranked votes (i.e., all ranks allow 
voting for more than one), but that method hasn't been well studied, 
to my knowledge. It should work at least as well as IRV, though. 
(With this, the voter chooses whether to vote approval style or IRV 
style). And more complex methods can be designed. IRV probably 
maximizes additional votes, but then proceeds to ignore many of them. 
Bucklin appears, from history, to encourage substantial additional 
approvals, in contested elections, possibly almost as many as does 
IRV, because Bucklin offers "conditional LNH protection." For "unless 
candidate is eliminated" substitute "candidate does not win with 
higher ranked amalgamations."

Another approach to a fix can be done by using runoff voting, while 
not reverting to Plurality in the first round. If the first round is 
Bucklin, we can expect this system to somewhat depress the number of 
lower ranked votes, because voters can defer that "additional 
approval" decision even further than possibly by assigning a lower 
Bucklin rank. (All Bucklin votes are approvals, merely conditional ones.)

If the runoff is also Bucklin, a voter could take an extended stand 
for the favorite, waiting down through five simulated runoffs (if 
it's three-rank Bucklin), before finally adding additional approvals. 
There is a cost to this: the voter may then need to add additional 
approvals, and may fail to get a more-preferred candidate into a runoff.

For a truly advanced system, I've suggested using a Range ballot in a 
runoff system. The Range method must also indicate approval cutoff, 
and that could be as simple as setting a certain rating as the 
minimum approved rating. And "Approved" has a very specific meaning. 
It doesn't meant that the voter has some absolute Approval judgment 
of the candidate. It is a *choice,* only. The choice is this: does 
the voter prefer the candidate being elected to deferring the 
decision to lower ranks, or to a runoff, if it's the first election. 
That's an absolute preference, it's a comparison. Yes, it involves 
complex strategy if the voter wants to give it that much thought. 
Most voters won't do that, but their guesses will probably, on 
average and with experience, reflect something close to their real preferences.

With a Range ballot of sufficient resolution, many candidates could 
be ranked. If the number of ratings is equal to the number of ranks, 
an easy default rating is obvious: just rank them. This would then be 
a Borda ballot. However, it allows equal ranking and it allows 
skipped ranks. (Real Bucklin did both.) The difference between 
Bucklin, then, is that rating of unapproved candidates becomes 
possible. If a plurality decision is to be made, that's necessary for 
optimization, because it does matter. IRV allows the voter to vote in 
these "unpalatable" races. With sufficient Range resolution, the 
"harm" to the favorite is tiny, and in a primary, the only usage of 
lower preferences would be for pairwise analysis, to ensure that a 
Condorcet winner makes it into the runoff.

The runoff can have more than two candidates. If it's a Range ballot, 
the top two sum-of-votes candidates may go into the runoff, and if 
there is a candidate who beats them both, pairwise, that candidate 
can be there as well. The final ballot form? Bucklin would do very 
well and is very simple to vote. Range aficionados would want pure 
Range, and there is value to that. It could be Bucklin using a full 
Range ballot.

(Bucklin is essentially median Range; Bucklin satisfies the majority 
criterion and only fails where multiple majorities are involved, a 
technical point. In the primary, an obvious and simple standard for 
going to a runoff is majority approval. No majority approval, no 
runoff. However, there can be some other additional criteria: for 
maximized performance, simple multiple majorities could got to a 
runoff. (This demolishes the argument that Bucklin does not satisfy 
the Majority Criterion). Condorcet failure? Runoff.

(In reality, with sufficient resolution, multiple majorities would be 
rare in seriously contested elections. They did happen with Bucklin, 
on occasion.)

(To count a Range ballot as Bucklin, just start adding in votes in a 
simulated series of Approval eletions, starting with the top rating 
and moving down, until a majority is found or the ratings have been 
exhausted. In a first round Bucklin election, majority required, stop 
counting when a majority is found; if the necessary rating round to 
reach that is below the defined approval cutoff, the election fails. 
There would then be various ways of determining runoff candidates.)

Hybrid systems can satisfy all reasonable voting systems criteria. 
LNH, probably not. It intrinscially conflicts with Condorcet 
criterion, which is highly intuitive. The Condorcet criterion itself 
is defective, as can be shown by real-world examples, but it is 
*usually* telling.

When a Range election fails the Condorcet criterion, it indicates 
that there is either a compromise that involves a plurality of voters 
giving up a small benefit in order to provide a larger benefit to a 
smaller number, which real people routinely do when they understand 
the choice, *or* strategic or inaccurate voting has led to an 
*appearance* of this. Which is why resolving this with a much more 
direct comparison, the electorate now knowing the situation, in a 
runoff, is likely to fix rare problems.

Meanwhile, a voting system that is possibly as advanced as anything 
reasonably likely to see the light of public usage soon has been 
proposed in Arizona. It's far more sophisticated than meets the eye at first.

Existing system: top two runoff. Nonpartisan municipal elections. 
Primary 10 weeks before the general election. If no majority, runoff 
in general election. Both elections, vote for one. Write-ins may be 
allowed in both elections, I'm unclear about that. (But write-in 
candidates must meet certain criteria or the votes are not counted.)

Proposal (Arizona HB 2518):

Approval primary, 10 weeks before the general election. This is 
*only* a primary, it cannot complete (unless the electin is 
uncontested? Many of these are.) Top two candidates go to the general election.

There are some subtle features here that are easily missed by voting 
systems enthusiasts.

The law does not change any existing elections, it merely provide 
options. An IRV option was tacked on through FairVote intervention, 
making a very simple bill into a monstrosity that might violate the 
Arizona constitution. This was on track to pass in the Arizona 
Senate, having passed in the House. It is now unclear. FairVote has 
stated that Approval might be a decent method in certain kinds of 
elections, and these might fit their idea, but they forgot to 
communicate this to the President of FairVote Arizona, who is also 
the President of the Arizona League of Women Voters, who argued 
against the bill on the basis that Approval is Bad -- FairVote has 
written a lot that might make one think that, like LNH violation, 
which really doesn't apply here -- so ... the bill's sponsor decided 
to accept the monstrosity as a compromise. It may have been 
unnecessary. But ... he's on the ground there.

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&lt;/pre&gt;</description>
    <dc:creator>Abd ul-Rahman Lomax</dc:creator>
    <dc:date>2013-05-17T18:18:35</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23468">
    <title>help w. planning/working on a monte-carlo simulation?</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23468</link>
    <description>&lt;pre&gt;The Droop quota is often presumed for proportional representation
over the Hare quota that is more proportional, due to how the Hare quota
can result in a minority being in power.  (I guess the majority get in
power only a
majority of the time with a Hare Quota.  )
And since the amount of proportionality with a droop quota
 gets watered down as the number of contested seats is reduced, this has
led
some activists/experts, like Douglas Amy,  to insist that PR use at least 5
seats.
This is often coupled with an insistence on rank choice voting due to the
problems with party lists.

So I'd like to simulate the effects of using 3-seat LR Hare for a 13 seat
city council election, like in MInneapolis, MN.

We'd consider 7 cases:
1. 13 FPTP elections.
2. 13 IRV elections, as are used now.
3. Four 3-seat LR Hare elections with 1 at-large seat with IRV.
4. A 6 and a 7 seat with Droop quota election.
5. A 6 and a 7 seat with Hare quota election.
6. A 13 seat with Droop quota election.
7. A 13 seat with Hare quota election.

I'd like to measure relative proportionality and the probability of a
majority getting a ruling majority, the portion of close/competitive
elections, and maybe some other stuff that cd be of interest.

Anybody interested?

My intuition is that smaller-order PRs retain the constituent-legislator
relationship and would be preferred by many who like having their
council-person.  I also think that the Hare quota is more important for
increasing the likelihood of having a competitive election and giving
minority groups a higher chance of being swing voters.  If this is paired
with the use of an at-large seat or some other way of establishing a
hierarchy who can get things done, it might be a winning combination.
dlw


On Wed, May 15, 2013 at 2:02 PM, &amp;lt;
election-methods-request&amp;lt; at &amp;gt;lists.electorama.com&amp;gt; wrote:

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&lt;/pre&gt;</description>
    <dc:creator>David L Wetzell</dc:creator>
    <dc:date>2013-05-17T15:28:17</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23467">
    <title>My cycle definition of the Schwartz set was incorrect</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23467</link>
    <description>&lt;pre&gt;I wanted to express the beatpath definition of the Schwartz set in a
simpler and more compelling or appealing way, and the cycle definition
(that I've posted here) seemed such a simplification.

But the cycle definition doesn't define the Schwartz set. A candidate
that doesn't have a defeat that isn't in a cycle isn't necessarily in
the Scwhartz set (as defined by the unbeaten set definition and the
beatpath definition].

Of the two definitions (unbeaten set and beatpath), the beatpath
definition desn't have much compellingness. For compellingness, I much
prefer the unbeaten set definition.

Let me state both definitions here:

Unbeaten set definition of the Schwartz set::

1. An unbeaten sets is a set of alternatives none of which are beaten
by anything outside the set.

2. An innermost unbeaten set is an unbeaten set that doesn't contain a
smaller unbeaten set.

3.The Schwartz set is the set of alternatives that are in innermost
unbeaten sets.

[end of unbeaten set definition of Schwartz set]

---------------------------------------

Beatpath definition of Schwartz set:

There is a beatpath from X to Y if X beats Y, or if X beats A and
there is a beatpath from A to Y.

If there is a beatpath from Y to X, but not from X to Y, then X is not
in the Schwartz set.

Otherwise X is in the Schwartz set.

[end of beatpath definition of the Schwartz set]

Michael Ossipoff
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&lt;/pre&gt;</description>
    <dc:creator>Michael Ossipoff</dc:creator>
    <dc:date>2013-05-14T20:18:25</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23466">
    <title>Re: [CES #8174] Criteria satisfied (and not) by score voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23466</link>
    <description>&lt;pre&gt;What's with renaming later-no-harm as "secret preferences"? If you want to
make the argument that the name should be changed in general, this one
obscure web page seems to be a funny place to do so. Sometimes it's worth
just using the same words other people do.

2013/5/11 Warren D Smith &amp;lt;warren.wds&amp;lt; at &amp;gt;gmail.com&amp;gt;

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&lt;/pre&gt;</description>
    <dc:creator>Jameson Quinn</dc:creator>
    <dc:date>2013-05-12T02:11:33</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23465">
    <title>Criteria satisfied (and not) by score voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23465</link>
    <description>&lt;pre&gt;http://RangeVoting.org/Criteria.html
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&lt;/pre&gt;</description>
    <dc:creator>Warren D Smith</dc:creator>
    <dc:date>2013-05-12T02:01:56</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23464">
    <title>Implics of realism 4 electoral analytics and advocacy.</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23464</link>
    <description>&lt;pre&gt;If there are economies of scale in running as a competitive candidate for
an important or larger-scale, single-winner election, regardless of which
election rule gets used, then we can expect the number of competitive
candidates, i.e. candidates with an a prior chance of winning with a
score-voting rule of greater than .01, to be relatively low.  This would
consequently lower the relative value of most alternatives to
first-past-the-post, presuming the existence of multiple non-serious
candidates, and make the short-term likelihood of successful adoption the
key criterion for which alternative to first-past-the-post should be
advocated by electoral analysts/reformers of good will.  When I say
good-will, I mean as opposed to those who might be supported by those who
unduly benefit from the status-quo to muddy the waters and thereby divide
electoral analysts/advocates.


If one did a Bayesian Regret analysis with seven candidates but drew the
candidates from two different distribution, one with a good chance of
winning and the other with a very small chance of winning in a fair contest
then that might be a more realistic way to assess the relative value of
different election rules.  One might model the number of competitive
candidates as being one plus the output of a Poisson random variable with a
mean of one or one.five.  It would likely be a lot more meaningful than if
the a prior odds of winning of all seven candidates are the same, because
in that case the odds of competitive three-way at the top election would be
rather high.

I think it's clear analytically that in a three-way competitive election,
IRV is not as reliable in choosing the condorcet candidate or lowering
Bayesian Regret.  But I think there are good reasons to presume that in
real life, in larger-scale single-winner elections that three-way
competitive races will be relatively rare by the end of the election
season, which is what counts for the evaluation of election rules: the
preferences of voters on election day.

dlw


On Wed, May 8, 2013 at 2:02 PM, &amp;lt;
election-methods-request&amp;lt; at &amp;gt;lists.electorama.com&amp;gt; wrote:

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&lt;/pre&gt;</description>
    <dc:creator>David L Wetzell</dc:creator>
    <dc:date>2013-05-08T19:34:46</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23463">
    <title>Re: Smith sur Vote par approbation</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23463</link>
    <description>&lt;pre&gt;It is clear

1.  the French prefer Approval or Score-Voting over their current 2-stage
ssytem.

2. Full rank ordering sucks.

3. Disinformation and low-info voters about voting alternatives make it
hard to change to IRV, as would likely also be the case if another
alternative had been on the ballot.

4. The relative value among electoral alternatives to FPTP is epistemically
fragile.

dlw


On Wed, May 8, 2013 at 2:02 PM, &amp;lt;
election-methods-request&amp;lt; at &amp;gt;lists.electorama.com&amp;gt; wrote:

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&lt;/pre&gt;</description>
    <dc:creator>David L Wetzell</dc:creator>
    <dc:date>2013-05-08T19:14:06</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23462">
    <title>WHICH VOTING SYSTEM(S) DO REAL VOTERS WANT - FINALLY,CLEAR EVIDENCE EMERGES!</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23462</link>
    <description>&lt;pre&gt;Academics just conducted another study in 3 French towns (exit poll)
of several score voting schemes &amp;amp; approval voting in 2012 presidential
election.  All produced the same winner as the official winner,
Hollande.

I'm using the following paper by them (in French):
   http://RangeVoting.org/France1220.pdf

Anyhow, they appended a QUESTIONNAIRE to the approximately 2340 voters who
participated in this voting study, getting 80-95% response rates to
these additional questions.

QUESTION 1 asked which type of voting they prefer. Apparently this
question was conducted using 4-choice plurality voting (sigh).  1958
answered.
The 4 choices were:
I. Les  deux regles("the two rules??" does this mean the present
2-round system?
Or does it mean "I want both approval and score voting"?)  27.53%

II.Vote par approbation  ("approval voting") 29.47%

III.Vote par note ("score voting") 32.84%  WINNER!!

IV.Aucunedes deux ("neither of them")  10.11%

Can any French-speaker explain what the hell that was all about?
This question wording seems extremely poor.
Elsewhere in same paper the official system was described as
"Vote uninominal a deux tours (officiel)."
Fortunately, we can dodge all that since question 2 works excellently.

QUESTION 2a asked for which kinds of elections approval voting system
should be used (or not).  4 subquestions:

Elections presidentielles:  61%.
Electionslegislatives:     57%.
Electionsmunicipales:    61%.
Associations:                  52%.

QUESTION 2b asked for which kinds of elections score voting system
should be used (or not).  same 4 subquestions:

Elections presidentielles:  62%.
Electionslegislatives:     55%.
Electionsmunicipales:    66%.
Associations:                  51%.

Superb.  Majority wants them for everything, and 61% is
equivalent to the largest ever USA presidential "landslides."
This to me is the first really convincing evidence the populace WANT
approval and range voting.

Meanwhile there also is convincing poll evidence from UK, Australia,
and BC Canada
that voters do NOT want IRV (instant runoff, full rank ordering) if
choice is between IRV &amp;amp; plain plurality voting.
AUSTRALIA October 2010 nationwide professional telephone poll (NewsPoll
http://www.rangevoting.org/AustraliaNewsPollVoteStudy.pdf ) 1202
random Australian adults: found that they prefer plain-plurality
voting versus the preferential (instant runoff) system they presently
use to elect their House. If forced to choose one, they'd choose to
abandon IRV – the poll's result was 57% to 37% (with 5% don't
know/refuse).
UK: 5 May 2011 binding referendum asking voters to decide whether the
UK should switch from plurality to IRV voting, resulting in a massive
landslide victory (68% to 32% of the 19.3 million votes) for "stay
with plurality."
British Columbia Canada 12 May 2009:  "switch to IRV" (from plain
plurality) got only 39.09% of the 1.65 million votes in referendum.

And I just posted landslide poll evidence voters do NOT want "majority
judgment" with 7-point verbal scale, if choosing between it and
present 2-round plurality plus 2nd round runoff system:
FRANCE April 2011:
   http:/rangevoting.org/Sondageopinionway.pdf
At the end of this poll of 1000, the pollees were asked WHICH voting method
they preferred:
1. Traditional (plurality plus 2nd round runoff):  63%
2. MJ (median-based with verbal 7-point scale):  36%
3. Other/don't know:   1%

Now returning to the academic study in the 3 towns, they trialed
DIFFERENT score voting systems in the 3 towns:

TOWN...........TYPE OF SCORE VOTING TRIALED
Louvigny...............{-1, 0, +1}
St.Etienne.............{0, 1, 2}
Strasbourg............{0, 1, 2, ..., 19, 20}

And the result of question 2b was that there was CLEARLY MORE SUPPORT for
{-1,0,+1} and {0,1,2} than for {0,1,2,...,19,20}  but in contrast
question 2a got about the same support rates in all 3 towns.

CONCLUSION:
Voters want:

Avg-based score voting (unspecified numerical scale) &amp;gt; Approval voting

and

plain plurality voting &amp;gt; IRV

and

Avg-based score voting with 3-point numerical scale (don't care if
{-1,0,+1} or {0,1,2}) &amp;gt; Avg-based score voting with 21-point numerical
scale.



&lt;/pre&gt;</description>
    <dc:creator>Warren D Smith</dc:creator>
    <dc:date>2013-05-08T03:41:30</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23461">
    <title>Approval Voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23461</link>
    <description>&lt;pre&gt;In the scenario below.

From: Jonathan Denn &amp;lt;info&amp;lt; at &amp;gt;aGREATER.US&amp;gt;

In a three way race for POTUS. Let's say we have the traditional D and R. A
fringe third party candidate runs and is widely hated (H) by everyone
except his/her supporters. But the final results are

H 34%
D 33%
R 33%

Now the hated candidate is leader of the free world.

In Approval Voting, I think it unlikely in this hyper-partisan country that
many voters will vote for D &amp;amp; R, and not H. So the results might very well
be the same.

Is this a legit flaw for Approval? It seems quite plausible to me.

dlw:  But if Ds prefer Rs way over Hs and Rs prefer Ds way over Hs then
both parties could easily adopt a strategy of flipping a coin at the voting
booth and voting their approval for the other party's candidate over the Hs
candidate if they get heads.  This would then make the %s,
H: 34%
D: 49.5+e%
R: 49.5+f%

And so there'd be a 50-50 chance that either major-non-extremist party
would get elected depending on whether e&amp;gt;&amp;lt;f.

Now, I believe that the economies of scale in running a big campaign tends
to make a 3-way competitive election relatively unlikely, which in turn
tends to make most alternatives to FPTP of close to the same value-added.
 This is why I believe the focus shd be on changing the mix of
single-winner and multi-winner/(quasi-)PR elections in such a way that will
tend to increase the % of competitive seats.  That'll make it so there'd be
less acrimony, since neither of the (likely two) major parties would be
able to dominate the other and so it'd be rat'l for them to cooperate to
maintain their duopolistic positions.
dlw
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&lt;/pre&gt;</description>
    <dc:creator>David L Wetzell</dc:creator>
    <dc:date>2013-05-07T19:21:48</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23460">
    <title>Re: Approval Voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23460</link>
    <description>&lt;pre&gt;As with many such scenarios I've seen, it assumes an electorate that 
is firmly attached to one or the other major party, and then, in this 
case, it assumes a third candidate who has supporters similarly attached.

Any idea how preposterous this is in an established two-party system? 
Then, Kristofer again assumes rigid partisan voting, while the 
election method (Approval) sets up the possibility of different 
voting styles, and if free entry of candidates to this election -- 
implied by the setup -- is allowed, again, there is rigid voting.

But the majority of voters in the U.S., anyway, quite simply, don't 
vote that way, and a third party isn't going to arise unless it 
vote-splits with an existing major party. And those who would be 
split with plurality would easily vote for both the new candidate and 
the existing one.

Emotional weight is added to the argument by calling the new 
candidate(s) Hated. But in the circumstances described, it would be 
*easier* -- slightly -- to ascribe that to the D and the R.

So what is set up is a situation where there are three rigid 
factions, and they hate each other. But we then give this a spin by 
*claiming* that the D and the R don't hate each other as much as they 
hate H. Yeah, but in a situation like this, obviously, Approval isn't 
expressive enough. Approval is a Range method, but with the minimum 
expressive range.

Bucklin, Instant Runoff Approval, could handle this pretty well. And 
if the Ds and Rs hold out, each trying to win, yes, H could win with 
a plurality method, *and as described, Approval is a plurality 
method.* That is, it elects with a plurality.

I hope that Kristofer is aware that the U.S. President is never 
elected with a plurality of electoral votes, this only could happen 
in a direct election by plurality.

IRV would handle this situation, because of it's LNH satisfaction, 
but there are much better ways without the IRV pathologies. (Which 
don't bite in this situation, this is one where IRV works.)

To keep the original intention of the U.S. Presidential system, I'd 
suggest Asset, vote for one -- or FAAV, which is Asset with any 
overvotes fractionated to keep it one total vote per voter, since all 
the votes will remain active.

Then a majority of electoral votes can be required, as with the 
original intention. The electoral college without districts, and 
defined by candidate votes directly, instead of indirectly.

If a runoff method is to be used -- which many countries do -- then 
I'd use Bucklin for both elections (or a range hybrid). With Bucklin 
in the runoff, it can be top 3. Any election with leading candidates 
so equally balanced is only resolved based on that data, at 
substantial risk of making a poor decision.

A more sophisticated ballot than Approval is needed, unless the 
election is a series of approval runoffs, with only one eliminated at 
a time. We aren't going to do that.


At 04:42 PM 5/6/2013, Kristofer Munsterhjelm wrote:

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&lt;/pre&gt;</description>
    <dc:creator>Abd ul-Rahman Lomax</dc:creator>
    <dc:date>2013-05-07T18:05:18</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23459">
    <title>Re: Approval Voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23459</link>
    <description>&lt;pre&gt;
It would solve that problem, but the problem can be reintroduced if each
party gets greedy.

Say each party thinks like this: "We can get our partisan voters to vote 
for only our own candidates. If we'd win an ordinary Approval with a 
single candidate, then by fielding n candidates, we can win a top-n 
runoff". So they each field two clones, and you get a result like:

H1: 34%
H2: 34%
D1: 33%
D2: 33%
R1: 33%
R2: 33%

now H1 and H2 go to the runoff.

For Approval, it'd be better to pick the challenger as the candidate 
who's approved by most people who didn't approve of the winner. Then H1 
and a non-H candidate go to the runoff, and the non-H candidate wins.

There may be more sophisticated methods that solve that problem as well. 
My "pick the candidate who's approved by most who didn't approve of the 
winner" was just something I thought of as I wrote this, and it may (for 
all I know) have strange strategy incentives.

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&lt;/pre&gt;</description>
    <dc:creator>Kristofer Munsterhjelm</dc:creator>
    <dc:date>2013-05-06T21:42:34</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23458">
    <title>Re: Approval Voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23458</link>
    <description>&lt;pre&gt;In these "likely" scenarios, and assuming there is no electoral college, doesn't a runoff of the top two seem the best method until someone gets a majority?
Jon


On May 6, 2013, at 5:14 PM, Jonathan Lundell wrote:


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&lt;/pre&gt;</description>
    <dc:creator>Jonathan Denn</dc:creator>
    <dc:date>2013-05-06T21:21:37</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23457">
    <title>Re: Approval Voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23457</link>
    <description>&lt;pre&gt;
Sure.

Suppose the plurality numbers (could be approval with 100% bullet voting) were:

H 32
R 33
D 35

D wins. But suppose that 5 D's decide to approve R in an effort to avoid the possible election of H, but the R's are determined to bullet-vote:

H 32
R 38
D 35

Oops.
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&lt;/pre&gt;</description>
    <dc:creator>Jonathan Lundell</dc:creator>
    <dc:date>2013-05-06T21:14:50</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23456">
    <title>Approval Voting</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23456</link>
    <description>&lt;pre&gt;Plurality voting without the Electoral College

In a three way race for POTUS. Let's say we have the traditional D and R. A fringe third party candidate runs and is widely hated (H) by everyone except his/her supporters. But the final results are 

H 34%
D 33%
R 33%

Now the hated candidate is leader of the free world. 

In Approval Voting, I think it unlikely in this hyper-partisan country that many voters will vote for D &amp;amp; R, and not H. So the results might very well be the same. 

Is this a legit flaw for Approval? It seems quite plausible to me. 


Jon Denn




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&lt;/pre&gt;</description>
    <dc:creator>Jonathan Denn</dc:creator>
    <dc:date>2013-05-06T21:08:05</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23455">
    <title>Re: USA 2012 presidential election</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23455</link>
    <description>&lt;pre&gt; 
Instead of minguo.net, I meant:
 
http://minguo.info

On Monday, May 6, 2013 3:01:49 PM UTC-4, Michael Ossipoff wrote:

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&lt;/pre&gt;</description>
    <dc:creator>Michael Ossipoff</dc:creator>
    <dc:date>2013-05-06T19:04:20</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23454">
    <title>Re: USA 2012 presidential election</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23454</link>
    <description>&lt;pre&gt;
On Wednesday, May 1, 2013 5:37:25 PM UTC-4, Warren D. Smith (CRV cofounder, 
http://RangeVoting.org) wrote:
 
Yes. There's such a poll at http://minguo.net
 
There have been polls like that at http://www.democracychronicles.com
 
I've noticed that Obama tends to win those. But, when the poll is about 
_platforms_,and there are links to the latforms, then the Greens win.
 
Michael Ossipoff
 

 
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&lt;/pre&gt;</description>
    <dc:creator>Michael Ossipoff</dc:creator>
    <dc:date>2013-05-06T19:01:49</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23453">
    <title>Re: Open budget primary</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23453</link>
    <description>&lt;pre&gt;Hi.

Michael Allan wrote:
I see.

Ok.


Ok.

Yes, very good and very interesting. On the other hand executives or 
committees can be given power if the input primaries [3] would assign it to 
them unforced via [2]. So executive action can still be supportive in swift 
ways if this is seen necessary.


Yes, especially if the whole planning is already done in process and the plan 
is kept up-to-date in near realtime. While being binding for a determined 
period, this still helps to assign resources for the next budget, which can 
already be planned with to a certain degree by the executive (after all this 
is an important qualification for office) and help expand executive power 
where it is necessary now. 

Maybe SemanticMediawiki can already cover that since the mapping only has to 
go from the right [3] to the budget primary on the left [2]. Pledges still 
propagate through the tree of the input primary with its pipes, yet they are 
patched until they may become the executive plan in which case only the 
mapping is necessary (one query, right?). To project different none majority 
versions of the plan (yet unpatched propasals as patched/applied) one needed a 
different tool/algorithm. For this we need changes to semantic properties 
logged or somehow queryable. This also needs a fast incremental counting, 
maybe like I proposed. (1)

conseo

(1) http://zelea.com/w/User:4consensus_WebDe/Trees_of_Transactions This has to 
be adjusted for the pipe indirection. Resources then flow through the pipes of 
the projected officers/executives and patching (resource flow) can be 
projected on different branches of the plan. The programmability would be in 
the pipes now (?). You could in fact write programatic descriptions of 
executive behaviour, freeing the executive to stear and programmatically 
expand and connect the process (e.g. with other executives' programs or 
production systems). The programs would be embedded in the drafts (hence 
collective procedure) and the executive is responsible for running them. This 
is all optional.
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&lt;/pre&gt;</description>
    <dc:creator>conseo</dc:creator>
    <dc:date>2013-05-04T01:09:02</dc:date>
  </item>
  <item rdf:about="http://permalink.gmane.org/gmane.politics.election-methods/23452">
    <title>Re: Open budget primary</title>
    <link>http://permalink.gmane.org/gmane.politics.election-methods/23452</link>
    <description>&lt;pre&gt;conseo said:

We might do the calculations in the pollwiki using these extensions.
http://www.mediawiki.org/wiki/Extension:VariablesExtension
http://www.mediawiki.org/wiki/Help:Extension:ParserFunctions
And pull in the external data with Semantic MediaWiki.

Here's a running prototype of a simple budget draft:
http://zelea.com/mediawiki/index.php?title=User:Mike-ZeleaCom/scratch&amp;amp;oldid=6561
The bottom example uses SMW to clean up the external data pollution.
That leaves pure, original, budgetary content in the draft.  Now we
can cleanly patch budget differences from draft to draft.  (It looks
like MediaWiki saves our bacon here, once again.  I didn't think we
could this without custom software.)

This would all go in ??? below, as the whole-budget primary.  I make
corrections below to the "Unforced expenditures" row:


         Issue  Guiding Primary              Decisive Authority
  ============  ===========================  ========================
                                             
        Forced  Legislative (tax law)   [1]  Assembly
       revenue                               
                                             
      Unforced  Planning (production)   [2]  Executive (sub-office)
       revenue                               
                Planning (donation)     [2]  RAC pledger [3]
                                             + executive (sub-office)
  ------------  ---------------------------  ------------------------
        Forced  - (supplier contracts)       None
  expenditures                               
                Legislative             [1]  Assembly
                (statutory expenses)         
                                             
      Unforced  Planning (expenditures) [2]  Executive (sub-office)
  expenditures  + budget (expenditures) [4]  + executive (finance)
                                             
  ============  ===========================  ========================
        Budget  ???                          Executive (finance)
                                             + assembly
                                             
                                             - - - - - - - - - - - -
                                             + judiciary (all
                                               decisions)

We need two primaries for the unforced expenditures, and two deciders.
On the primary side (left), the planning drafts for each program (or
service etc.) must include their own budgets, specifically each must
project the expenditures of the program.  These are either fixed (a
number), or functions of program size, or other execution variables.
These data are pulled into the two types of budget primary
(expenditures and whole budget).  Now participants in the expenditures
budgetary primary know how many votes a program needs in order to run,
or to reach a preferred size, or capability, etc.  If it hasn't enough
primary votes, they'll know they need to campaign, or increase the
turnout, or turn their efforts to saving other programs.

On the decision side (right), the officer nominated to run the program
decides whether to run it at all, and according to which plan (which
variant draft from the planning primary).  So this decision affects
actual expenditures.  Meanwhile, the finance officer for the overall
budget has the authority to make changes here as well, of course.

Although this is a complex practice, it looks like we're rationalizing
it fairly well.  None of the primaries is looking to be too complex in
itself, not even the whole budget.  The budget drafters need only
choose which programs put forward by the nominated officers must be
cancelled (not viable) or given haircuts in order to arrive at the
correct balance with revenue.  The correct balance (deficit or
surplus) can be guided by a separate policy primary.

It looks like we could almost generate a default budget automatically
from simple rules (again input from policy primaries), and then tweak
the draft to correct anomolies.  Even the voting in the whole-budget
primary might be simplified by a convention: vote for the draft that
imposes the fewest tweaks, because it's likely to be the truest to the
myriad of input primaries (what we're asking for).  Moreover, since
each necessary tweak signals an anomoly in the input primaries (like
asking for what's impossible), we might eliminate even those residual
tweaks by shifting our votes in the input primaries and resolving the
anomolies.  The primary budget might then be determined wholly from
the input of external primaries; the whole-budget drafters *per se*
(the tweakers) being effectively removed from the process in the end.

The finance officer offered such a "perfect" primary budget need only
be concerned with executing it.  He/she would be purely an executive.
That's perhaps the dream of every executive.  The clearer the mandate
(what ought to be) the greater the power to make it a fact (what is).

Mike


conseo said:
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&lt;/pre&gt;</description>
    <dc:creator>Michael Allan</dc:creator>
    <dc:date>2013-05-02T10:58:06</dc:date>
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