beelsebob wrote:raymondu999 wrote:
You misunderstood my argument. I'm not saying that reliability should be left out. Rather, I'm saying reliability should not be a "multiplier" - but rather a "subtractor." A DNF immediately "zeroes" any other car stat, as opposed to reducing it by a certain factor. If we had a scale of 0-1, and a dominant, all-conquering reliable car was 1, to an HRT's 0, let's say. Now we have a car that is a 1 for 65/66 laps. But it blows its engine on the last lap. That car, in my eyes, is not a 0.99, or a 0.9 or whatever number. In my book that's a 0 for that car.
Right, but now lets say that we have a dominant car that has a 5% chance of blowing up over a race distance – that means that (on average) you'll win 95% of races, so a 0.95x multiplier makes absolute sense. Similarly, your incredibly unreliable car that always blows up would gain a 0.0x multiplier because of it's reliability track record.
I think raymondu999 suggests that reliability based on completed laps or km can be rather inaccurate and paint the wrong picture. Let's consider the following theoretical example in a season with 20 races where each race has 60 laps:
Car A:
- breaks down in 5 out of 20 races with only 3 laps to go each time.
- laps completed 1185 of 1200 -> 98.75%
Car B:
- breaks down once during the warm-up lap of one race and finishes the remaining 19 races.
- laps completed 1140 of 1200 -> 95%
Having said that, basing it on mechanical failures causing a DNF might be more advisable:
- Car A has 5 mechanical failures and finishes 15 out of 20 races -> 75%
- Car B has 1 mechanical failure and finishes 19 out of 20 races -> 95%
The fun part comes if one were to suggest that Car A has 5 failures per season and Car B has 1 failure per season. Surely Car A is 5 times as likely as Car B to have a mechanical DNF, right? WRONG!
If we take Car B as a baseline, Car A would have 4 more failures over 19 races - in other words Car A would be 21% more likely to experience a failure each race. If Car A manages to score 22%+ more points on average per race than Car B, it can statistically be considered the better car, because the gain outweighs the loss. It's absolutely fine treating reliability as a multiplier here by the way.