Aggregated Movies Of 2006 List

Here's an aggregation of the group's scores. Methodology is inexact (Ben's vote of The Departed as #1 was the most valuable vote, since he only chose 7.5 movies - yes, the formula took into account the 0.5).

Honorable mentions were also included in the formula. See the full points breakdown after the jump. Note that Looking For Comedy in the Muslim World came in dead last among those receiving votes - even lower than Fast and the Furious: Tokyo Drift.

Fuck you Robot King.

1. United 93
2. L'Enfant
3. The Departed
4. The Queen
5. Children of Men
6. Borat
7. Letters From Iwo Jima
8. Dave Chappelle's Block Party
9. Miami Vice
10. Old Joy
11. Inside Man
12t. Volver
12t. The Devil & Daniel Johnston
14. 13 (Tzameti)
15. The Proposition
16. Mutual Appreciation
17. Tristram Shandy
18. Casino Royale
19. Battle in Heaven
20. Why We Fight

Back to Movies 2006 Home

United 93 37.91468254
L'Enfant 21.86309524
The Departed 19.33730159
The Queen 18.94444444
Children of Men 17.41666667
Borat 17.30753968
Letters From Iwo Jima 16.65277778
Dave Chappelle's Block Party 15.8015873
Miami Vice 14.51587302
Old Joy 12.7797619
Inside Man 11.78571429
Volver 10.2797619
The Devil & Daniel Johnston 10.2797619
13 (Tzameti) 10.11111111
The Proposition 9
Mutual Appreciation 7.791666667
Tristram Shandy 7.071428571
Casino Royale 6.111111111
Battle in Heaven 6
Why We Fight 5.5
The Prestige 5.238095238
Half Nelson 4.779761905
Marie Antoinette 4.375
Wordplay 4.19047619
Iraq In Fragments 4.125
The Descent 3.404761905
Jackass Number Two 3.404761905
Pan's Labyrinth 3.404761905
Scanner Darkly 3.404761905
Slither 3.404761905
Apocalypto 3.375
The Puffy Chair 2.75
Deliver Us From Evil 1.375
The Death of Mr. Lazarescu 1
Dreamgirls 0.916666667
The Aura 0.785714286
Brick 0.785714286
Fast and the Furious: Tokyo Drift 0.785714286
Superman Returns 0.785714286
Thank You For Smoking 0.785714286
Looking for Comedy in the Muslim World 0.458333333

i couldn't believe...

..that this wasn't jeff-authored...until i thought about the knowledge of mathematics and computer technology involved. still, pretty brilliantly anal. are all of you movie-listers anal? if so, who is the most? i want some rankings, people!

consider if you will

the following dataset:

hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
hardtarget, (7), united, wordplay
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget
united, (8), hardtarget

the best I can tell (given the alarming lack of transparency) with the aggregate method you'd get:

Hard Target: (10*11) + (1*9) = 119
United 93: (10*9) + (2*11) = 102

Hard Target is seemingly the rightful winner, having garnered a majority of 1st place votes, with a relatively insignificant distinction (albeit positive for United 93) at the end of the lists .

However, if you extrapolate this set 10-fold, with 200 votes cast instead of 20, you get:

United 93: (10*99) + (2*101) = 1192
Hard Target: (10*101) + (1*99) = 1109

Now United 93 wins! Even though Hard Target got a majority of 1st place votes! That was Hard Target's trophy! The effect gets worse the more voters we have, to the point where the first place vote count could be much further apart. It is even conceivable that United 93 could get no first place votes and just walk in to victory by being a middling, uncontroversial candidate compared to Hard Target's edgy avant-gardism.

The aggregate method is undesirable because it is non-majoritarian. However, one could argue that given these are top-ten lists, featuring only movies that have distinguished themselves from the piles of crap also seen by the voter, that what I called a 'relatively insignificant distinction' at the end of the lists is not all that insignificant. This is why the aggregate method is probably less undesirable for this task than for actual election-voting, where people expect a candidate who is the top preference of the majority of voters to win.

elections...

but do "people expect a candidate who is the top preference of the majority of voters to win?" yes, this is what they expect. but what's to say this is necessarily the best method?

take the 2000 us election, for example. (ignoring for a moment, the fact that mr. gore won the majority of votes anyway. and the fact that other, much better and more significant and statistically accurate analyses of the election results exist elsewhere. in fact they are everywhere.)

if given the option to rank their candidates, how would things have turned out? for this purpose, i'll throw in nader as candidate #3.

if given the opportunity to rank candidates 1-3, nader voters would have likely voted 1. nader, 2. gore, 3. bush.

bush voters would likely have voted 1. bush, 2. gore, 3. nader.

gore voters whould likely have voted 1. gore, 2. nader, 3. bush.

in all circumstances, mr. gore rates no lower than 2, while mr. bush is the least desirable candidate in two of three situations.

if we assign 3-2-1 values, and give 49% each to mr. bush and mr. gore, with the remaining 2% to mr. nader, our results will be:

gore: 249
bush: 198
nader: 153

ranking the candidates, in this situation gives gore a large victory.

let's try it with buchanan, with preferences being:

gore voters: gore, nader, bush, buchanan
bush voters: bush, buchanan, gore, nader
nader voters: nader, gore, buchanan, bush
buchanan voters: buchanan, bush, gore, nader

and the voting percentages being 49-48-2-1, the results end up:

1. gore: 300
2. bush: 295
3. nader: 204
4. buchanan: 201

buchanan's addition not only narrows gore's victory, but it narrows the factor by which he and nader are virtually out of the race. so while i'm too lazy to search more, perhaps ben is on to something - aggregating, as i have done with our movie lists, pushes the scales towards mediocrity.

imagine if the 2000 election campaign consisted of gore going around the country telling bush voters that he's better than buchanan and bush telling gore voters he's better than nader? come to think of it, it might have been nice, if only for the possibility of a bush-nader debate in front of an army of gore supporters.

i am

very much in favor of a ranked-ballot voting system. all the methodologies deployed by the robot king were variants on instant run-off methodologies that use ranked ballots. i think the straight aggregation of votes however, like nihal says, tends towards mediocrity. that's why you gots to use methods that generate a majoritarian outcome if the votes are there, but also prevents the 'spoiler effect' like we had in 2000.

however this chart makes me think I understand much less about this than I'd like...

IRV voting for all! little american flags for some.

why it's cool to suck at math

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