I know about the gambler's fallacy. It's actually somewhat based on reality, but people don't understand it. If you play the roulette 10 takes, then winning one time in 10 tries is more likely than winning it if you play it only one time, on the first try. However, if you lost 9 times in a row, your chances don't go up on the 10th time (nor go down).
I can stare at that gif for hours.
They are not that rare for a team that's already won three though.I think the misunderstanding here is that I was talking about odds, rather than trends. 4 game win streaks aren't common in today's NHL.
They are not that rare for a team that's already won three though.
Look at it in a vacuum cleaner.
Define anywhere near. Logic would suggest there would be around half as many.I'll look at the statistics later. If there are anywhere near the number of 4 game streaks as 3, I'll be surprised
Define anywhere near. Logic would suggest there would be around half as many.
Callahan back in the lineup:
http://www.nhl.com/ice/blogpost.htm?id=22254&navid=nhl:topheads
Define anywhere near. Logic would suggest there would be around half as many.
Half as many would not be anywhere near. Just keeping my outcome expectations low.
The point is that the outcome of this game is not influenced by the outcomes of the previous game. We're *theoretically* (not really; I'll touch on that in a second) just as likely to win this game having won the previous three as we'd be if we had lost one, or won two thousand, or lost two thousand.
The *theoretically* part assumes that the events are linearly independent, however. Which they're not in this case. For instance, because of scheduling, you might be likely to have a stretch of 3 easy games in a row, or maybe even four, but eventually you have to play a good team.
If the team play like they did against Buffalo and Canes they will win.
I call the first shootout of the season with Zucc with the winning SO-goal.
I think the misunderstanding here is that I was talking about odds, rather than trends. 4 game win streaks aren't common in today's NHL.
You're talking about odds. I'm talking about trends. One is based on theory, which you correctly point out. The other is based on history, which is a better indicator.
The "gamblers fallacy" assumes that reality remains the same at all times. Different opponents means different "reality".
Absolutely true, but you didn't mention anything about different opponents. That's why I keep saying "in a vacuum". No other factors.