These people saying zero don't know how probability works. It is certainly still possible, which means it is not zero.
True. Let's look at different events and their likelihood. Let's set some parameters first.
- Ovechkin has 8 goals in 20 games this year (0.4 GPG. His career GPG is 0.61)
- The Capitals have played 24 games out of 56. They have 32 left to play.
- Let's consider that Ovechkin will play all remaining games and scores at 0.55 GPG: 17.6 goals, let's give him 18 (rounding up) - I am being generous here, but it is not that unlikely
- That means he would finish the year at 732 goals
- He would enter 2021-2022 162 goals behind Gretzky
- He will be 36 years old by the time the season starts
Now, let's look at some scenarios:
- He plays 3 more seasons, retiring at 38. To beat the record, he would need to score 54 goals per season (0.65 GPG over 82 games)
- He plays 4 more seasons, retiring at 39. To beat the record, he would need to score 40.5 goals per season (0.49 GPG over 82 games)
- He plays 5 more seasons, retiring at 40. To beat the record, he would need to score 32.2 goals per season (0.39 GPG over 82 games)
- He plays 6 more seasons, retiring at 41. To beat the record, he would need to score 27 goals per season (0.33 GPG over 82 games)
- He plays 7 mores seasons, retiring at 42. To beat the record, he would need to score 23.14 goals per season (0.28 GPG over 82 games)
We have determined the productivity over 82 games and the longevity he would need. Now, let's look at availability:
- Ovechkin has played 1172 games in the NHL. We have him the last 32, that would put him at 1204 at the end of the year. 1204 out of a possible 1239, for an INCREDIBLE availability rate of 97.18% (0.9718). He misses an average of 2 games per year which is negligible. Anything can happen, but we have a 16 years sample size proving that Ovechkin is durable.
Last parameter I would like to look at... NHL "availability":
- Ovechkin has gone through 2 work stoppages and a pandemic that affected 2 seasons and COULD (unlikely) affect a 3rd.
- Is another work stoppage possible? Next one would be for 2026-27. 5 full seasons remaining before this is a possibility. Ovechkin could have beaten the record by then.
- Could COVID continue? Is another pandemic likely? Could a war stop the NHL for a while? I mean, the probability of an outside event affecting the NHL to a degree that would mean stop playing is less than 1%. It happened like twice in the league history. Even WW2 did not affect games being played.
I mean, I won't build a probability tree and go into 100 scenarios, but if we keep it rather simple and go with the most likely scenario, IMO: Ovechkin retires at 40.
- Ovechkin will play 5 more seasons. I'll put that at 80%.
- Ovechkin will maintain his 97.18% availability rate. I'll put that at 90%
- Ovechkin will maintain a GPG over 0.40 during the next 5 seasons. I'll put that, hmmmm, let's be optimistic and say it is 50% (5 years is a long ass time, especially at 36)
- The NHL won't sustain a "schedule-altering" event during those 5 seasons. Unless COVID goes longer, 99%.
0.8*0.9*0.5*0.99 = 0.3564
35.64% to beat the record if he plays 5 more injury-free seasons at around 0.40GPG.
I mean, it is more likely than I thought it would be when I started my post, but still difficult. One would have to do a complete probability tree using these parameters to see if there is a more probable outcome where he beats the record, but I'd be surprised.
Like, for example:
- He plays 3 more seasons. I'd give that 100%.
- He maintains his 97.18% availability rate during those 3 years. I'd put that at like 95%
- He scores over 0.65 GPG during those 3 years, that's 0.04 over his career average. I'd give that... 5%... max and that's being generous.
- I'll keep the NHL availability probability at 99%
1*0.95*0.05*0.99 = 0.047
4.7% to beat the record in 3 seasons.
I won't do 4 seasons, but I'd guess it would be pretty low. Around 15% or so. Unless you think he can score at around 0.5GPG (40 goals pace) for 4 more seasons.
There is a part of subjectivity in my analysis, but the parameters are there. Feel free to play with them. I'd say 35.64% chance is a GOOD chance he does it. It is not LIKELY, but he has a very legitimate shot.