All I know is we better reduce our consumption of cheese and sour cream.
Spurious Correlations
gg
All I know is we better reduce our consumption of cheese and sour cream.
Spurious Correlations
gg
Well as a result of this post by Whiteflags I looked up some of the baseball rare events to see what they were - Ive never heard of 'the perfect game' before as i dont know baseball. One of the links i followed led me to read about that - And then tonight on a quiz show i am watching now, the final link in a connected sequence question was 'The perfect game, baseball' - Which made me grin as i am reading this thread at the same time!Baseball is keen on coincidences - that's part of why I like it so much.
Thought for the day:FLTK: "The most fun you can have with your clothes on.""Are you sure your sanity chip is fully screwed in sir?" (Kryten)
Stroustrup:
"If I had thought of it and had some marketing sense every computer and just about any gadget would have had a little 'C++ Inside' sticker on it'"
"Oh, well this would be one of those circumstances that people unfamiliar with the law of large numbers would call a coincidence." - Sheldon Cooper
That's the perfect quote, If I ever read one on the matter.
Originally Posted by brewbuck:
Reimplementing a large system in another language to get a 25% performance boost is nonsense. It would be cheaper to just get a computer which is 25% faster.
Yes, I believe I said that there is no causation in a coincidence.
No, I was explaning that any chance occurance is a coincidence. Unless you are claiming
that the die is loaded, isn't the occurance of two sixes in a row a coincidence?
If you are saying that we do not normally refer to such a thing as a coincidence, then
that is more about the common usage of the term, not it's definition.
If someone on TV rolled a die, and I simutaneously rolled a die, and both came up six,
would you call that a coincidence? The probability is exactly the same.
I agree with that. But that's not what you said originally:
"...If I throw a dice two times and on both it comes a six, do I consider that a coincidence; i.e. an anomalous result, given the odds?...
...Or, for argument sake let's say 4 times and 4 sixes is an impressive result we should call a coincidence..."
You appeared to questioning if an occurance should even be considered to be a coincidence
at all, based on perceived likelyhood. You also seem to be saying that as the probability gets
lower, we are more justified in believing it to be a coincidence.
But isn't it just the opposite? When the probability is very low, we believe it is not a coincidence.
I wasn't suggesting that one could quantify a "mere" coincidence or an "amazing" coincidence.
My point was that both of those are still coincidences. The perceived likelyhood only affects
how we describe a coincidence, not whether it is a coincidence or not.
Not sure how this applies. Assuming the two events are related somehow, eg, the bird and baseball
sharing a similar location at the same time, if you call it an accident, mustn't you also call it a coincidence?
If you call it an accident, you are necessarily saying there is no causation. You have all the requirements
now of a coincidence.
If you have enough doubt about lack of causation to say it's not a coincidence, then you can not call it
an accident, either.
I would agree that knowing the probability of two events occuring by chance could give us some
certain level of confidence that there was no causation. And from that we would have some certain
level of confidence that the occurance was a coincidence.
But if we know that there is no causation to a high degree of certainty by some other means, does
it matter how unlikely the occurrance of the two events really is? For example, if we know that the
dice are fair, then any occurance of the same dice value is a coincidence, whether it is 2 in a row,
or 10 in a row.
I am not about to argue with Einstein
Isn't this just modifying the definition of coincidence, though?
I can understand someone thinking that there is something more going on when a coincidence occurs,
but don't you have to stop calling it a coincidence at that point?
Maybe there is something else underlying what we call coincidence. I don't know. I would suggest
in that case, a new definition.
-
Man, probability is such a dumb part of math. Which is ironic because the classes I did my best in were the quantum mechanics ones. Well, really electricity and magnetism but for someone who hates probability as much as I do, I didn't do much worse in QM.
If y'all wanna talk probability, play Final Fantasy IV for the DS. Each final rare piece of equipment has a 1/128 chance of being dropped after a battle. 2 Onion Swords + Shields, 5 Adamant Armors, Onion Armors, Onion Helms, Onion Gloves later, I had wasted God knows how many hours. Oh, and then there were the rare summons.
It'd be easy to assume I had no life but I would farm while watching TV lol. XD
One of the worst of those sorts of thing I ever saw was the crystal ship in FTL. I probably played the game at least once through every day for a year, and never got more than 2 of the pieces. Then, after a year or so of not playing I got bored one day and played again, got the ship on the first try. Edit: The chances aren't really accumulative though, it's a one shot deal to find all the pieces in a single game.
Plus, I'm sure someone somewhere has gotten a character with maxed stats in a D&D game :P.
WndProc = (2[b] || !(2[b])) ? SufferNobly : TakeArms;