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7 May 2008, 22:04 (Ref:2196433) | #1 | |
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Yet Another Combined Championship (American Sportscar)
YACC: Points scaled by number of entries in the class; last place is worth one more place than not participating (which garners zero points); theoretical maximum for a win is 100 points, but would require 200 entries to be rounded up to that; average point value awarded is 50; a combined ALMS P* class also included, although it makes little difference in the rankings; all non-excluded finishes score points regardless of distance completed; excluded entries do not count toward the number of entries in the class; totals averaged by number of races each series has run; top five cars in each of the seven classes included in the table:
Code:
Pts # Cls 94 01 Ganassi DP 88 07 Banner GT 86 7 Penske P2 82 91 BS/RM DP 82 7 Penske P* 80 71 Tafel GT2 78 2 Audi P* 75 9 Highcroft P2 74 2 Audi P1 73 69 SpeedSource GT 73 67 TRG GT 73 9 Highcroft P* 73 60 MSR DP 71 46 FLM GT2 70 45 FLM GT2 70 57 Stevenson GT 69 72 Autohaus GT 68 99 BS/RM DP 67 61 Risi GT2 64 1 Audi P1 64 3 Corvette GT1 62 1 Audi P* 61 44 FLM GT2 58 76 Krohn DP 55 16 Dyson P* 53 4 Corvette GT1 50 16 Dyson P2 49 6 Penske P2 46 26 AGR P2 32 37 Intersport P1 19 12 Autocon P1 Anyway, with different classes varying so much in number of entries I thought it would be interesting to see how a combined championship would work-out correcting for the number of entries. One other system under consideration was awarding points proportional to the ratio of each finisher's average speed to that of the class-winner's, but for the moment that seems like too much of a pain to calculate and the teams are actually racing for position, not a higher average speed if no positions will be gained by that. |
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8 May 2008, 09:05 (Ref:2196699) | #2 | ||
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you're actually trying find a system for GA teams winning
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8 May 2008, 10:37 (Ref:2196748) | #3 | |||
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Quote:
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8 May 2008, 12:01 (Ref:2196798) | #4 | ||
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Well if your formula is based purely on finishing position you could add just about any championship into that table! From Formula Ford to F1, from Caterhams to ALMS.
Its really rather pointless isn't it??? For it to be taken seriously you'd need to base it on pseudo-race results, i.e. use the fastest times from tracks where both series run to work out what the results might have been if they had all been on the track at the same time. I don't really follow GA, but I presume the ALMS cars are faster so they would win! Is this just a case of "Lies, Damm Lies and Statistics"..... |
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8 May 2008, 14:17 (Ref:2196895) | #5 | |||
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Quote:
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8 May 2008, 15:48 (Ref:2196980) | #6 | ||
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Quote:
Guess I should have struggled with a race-by-race table, but it was annoying enough getting that one presentable. And yes, it is an adjusted percentile result. Finish mid-pack regardless of the number of entries and the result is 50 points. The motivation was to rank teams relative to their competition, regardless of the number of entries. For example, if a virtual GM team combined the points from Banner in G-A and Corvette Racing in GT1 (or say Audi got a DP engine approved and combined results from DP and P1) it doesn't seem fair for them to rack up so many points in GT1, being nearly unable to finish less than fourth (or even second), relative to a team (possibly through proxy) competing in G-A GT and GT2. Perhaps teams racing against little opposition are penalized too much under the system as it currently is, but I think they are certainly rewarded too much under a "top-down" points system as is. |
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8 May 2008, 18:05 (Ref:2197071) | #7 | |
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Okay, for a little more transparancy, here's the ALMS-only results under the system (omitting the P* class; may also contain errors, no warranties expressed or implied, use at your own risk):
Code:
Pts Cls # Fin Pts # entries 86 P2 7 Penske 1 1 2 89 90 78 8 9 8 80 GT2 71 Tafel 7 1 1 56 92 93 15 12 13 75 P2 9 Highcroft 4 2 1 56 80 89 8 9 8 74 P1 2 Audi 2 1 1 67 75 80 5 3 4 71 GT2 46 FLM 8 2 3 50 85 79 15 12 13 70 GT2 45 FLM 1 9 2 94 31 86 15 12 13 67 GT2 61 Risi 3 5 6 81 62 57 15 12 13 64 P1 1 Audi 1 2 2 83 50 60 5 3 4 64 GT1 3 Corvette 1 2 1 75 50 67 3 3 2 61 GT2 44 FLM 2 7 7 88 46 50 15 12 13 53 GT1 4 Corvette 2 1 2 50 75 33 3 3 2 50 P2 16 Dyson 3 4 7 67 60 22 8 9 8 49 P2 6 Penske 8 3 3 11 70 67 8 9 8 46 P2 26 AGR 6 5 4 33 50 56 8 9 8 32 P1 37 Intersport 3 3 4 50 25 20 5 3 4 19 P1 12 Autocon 5 3 17 0 40 5 3 4 P1 = 79 / 21 P2 = 89 / 11 GT1 = 72 / 28 GT2 = 93 / 7 |
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