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13 May 2021, 22:52 (Ref:4051553) | #1 | ||
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Moto Grand Prix FIM 2021: Probability of Title
Before the FranceGP and after the first 4 races, I, being a boring person, just wanted to make a calculation of "probability of getting the title", according to the current points situation. The (approximate) results for the three categories are:
(First number is the point gap, second number is "one-race-gap", third number is the approximate probability.) Code:
MotoGP BAG 33% QUA 2 0.5 27% VIN 16 4.1 8% MIR 17 4.4 8% ZAR 18 4.6 7% MIL 27 7.0 4% AESP 31 8.0 3% MOR 33 8.5 2% RIN 43 11.1 1% Code:
Moto2 GAR 32% LOW 3 0.8 24% FER 6 1.5 18% BEZ 13 3.4 10% DIG 17 4.4 7% ROB 38 9.8 2% CAN 39 10.1 1% VIE 43 11.1 1% Code:
Moto3 ACO 75% ANT 51 13.2 3% MIG 53 13.7 3% FEN 55 14.2 3% MAS 56 14.5 2% BIN 59 15.2 2% SAS 62 16.0 2% |
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13 May 2021, 22:58 (Ref:4051554) | #2 | ||
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As a sort of complement, I include graphs of the changes in those probabilities across the first four races.
Riders represented: (colors are approx the bike color) 1st MotoGP: BAG, QUA, VIN, MIR, ZAR 2nd Moto2: GAR, LOW, FER, BEZ, DiG 3rd Moto3: ACO, MAS, BIN, ANT |
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14 May 2021, 06:48 (Ref:4051588) | #3 | ||
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Schummy!!!!!!!!!!!!
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__________________
Apocalypse becomes creation / Gor-Gor shall erase the nation Before you leap into his gizzard / Fall and worship Tyrant lizard Ciao Marco |
14 May 2021, 12:02 (Ref:4051636) | #4 | ||
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Daniiiii!!
Where are you been all this time? You have posted almost nothing during years!! ("The best defence is a good attack") |
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3 Jun 2021, 01:08 (Ref:4054400) | #5 | ||
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Updating probabilities of title (using simulations with current data) after Mugello:
Moto3 ACO 79% MAS 3% SAS 3% GAR 2% FEN 2% Moto2 GAR 54% FER 33% BEZ 8% LOW 2% DIG 1% MotoGP QUA 62% ZAR 10% BAG 9% MIL 6% MIR 4% VIN 3% AESP 1% BIN 1% Acosta has a huge advantage but the title is not in his hands yet. He has 4/5 probability and the rest has collectively 1/5. Gardner and RFernandez have 87% probability of title, and together with Bezzecchi they add to 95%. Those three will fight for the title. IMO Lowes is busted already: he would have to overcome all of those three to get the title. Fabio is obviously favorite in MotoGP, but actually the race for the title is still pretty open, with 6 riders still with some possibilities. Quartararo has approx 2/3 probability of getting the title but "Rest of the World" still has approx 1/3 probability. |
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25 Jun 2021, 03:56 (Ref:4058089) | #6 | ||
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Another update, this time is after Germany.
Probabilities of getting the title if nothing new disrupts the current status of racing (for example, a long term injury, Marc Marquez becoming himself again, etc) Code:
Moto3 last now ACO 80% 92% Contender GAR 6% 3% +24 Precontender MAS 3% 1% -7 Preelim ANT 1% 1% 0 Preelim FEN 2% 1% +1 Preelim FOG 1% 1% BIN 2 1% Moto2 last now GAR 65% 86% Contender FER 28% 8% +5 Precontender BEZ 4% 4% +16 Precontender LOW 1% 1% -2 Preelim MotoGP last now con eli QUA 57% 68% Contender ZAR 18% 13% -10 Contender MIL 8% 7% -1 Contender BAG 7% 6% +1 Contender MIR 4% 2% +15 Precontender VIN 3% 1% +25 Precontender OLI 3% 1% -23 Preelim BIN -5 Preelim AESP 1% -2 Preelim "now": probs after the race. "Contender": if probability of title is approx 5% or better. "Precontender": if can become a Contender in the next GP. "Eliminated": if prob is approx less than 0.5% "Preeliminated": if can be eliminated in the next GP. In short: Moto 3: Acosta is the only title contender, with a massive advantage. Only five riders are still in the hunt; probably only two after the next GP. Moto 2: The crash in Sachsenring was very expensive for RFernandez. Now he has fallen to a 8% of probability and Gardner was boosted toward a 86%. The australian now is the only true contender. Only 4 riders continue with possibilities and Sam Lowes possibly gets discarded after the next GP. MotoGP: Quartararo increased slightly his advantage thanks to his good head. However there are worthy contenders in Zarco, Miller and Bagnaia. Still a lot of riders (9) in the quest for the title; probably two of then will get discarded. The attached graphs show the evolution of probability of title through the season. |
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