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..definitely do believe that if you knew every single particle in the universe intimately, its exact energy,position,mass etc then you would be able to (theoretically) predict the future and know the past. Like the above quote mentioned from Stephen Hawkings book. But you would not necesserily have a computer fast enough (ever).
stepSeven wrote:Wouldn't it have to be as big as the universe too?
I'm thinking to store the state of each 'particle' would take something as big as the universe even if you could store all that info in something the size of a 'particle'.
stepSeven wrote:..definitely do believe that if you knew every single particle in the universe intimately, its exact energy,position,mass etc then you would be able to (theoretically) predict the future and know the past. Like the above quote mentioned from Stephen Hawkings book. But you would not necesserily have a computer fast enough (ever).
Wouldn't it have to be as big as the universe too?
I'm thinking to store the state of each 'particle' would take something as big as the universe even if you could store all that info in something the size of a 'particle'.
Sir_Digby_Chicken_Ceaser wrote:But its not random as we KNOW that theres more chance of the heavier side landing face down. This immediately cancels out any question of randon .
Lawrence wrote:Sir_Digby_Chicken_Ceaser wrote:But its not random as we KNOW that theres more chance of the heavier side landing face down. This immediately cancels out any question of randon .
you're so wrong. trust me dude, I'm doing a maths degree.
probabilities only let you guess at things, you don't KNOW what percentages are going to come out, you can only take a good guess. the outcome is, trust me, random!
Soren Riis wrote:Throwing a coin is fairly random. V.Neuman the inventor of the modern computer came up with a trick that generates random heads and tails even if the coin is not completely fair. Make two throws. If head is followed by tail then the result is head. If tail is followed by head the result is tail. If the two throws leads to the same result disregard the result.
This elaborate procedure reminds me of the following problem.
Problem:
Suppose n people are to divide a bowl of pudding. Find a method that is fair in the sense that if someone gets to little they can only blame them selves!
Solution:
Assume the people is sitting around the table. Lets enumerate them 1,2,...,n.
Person 1 put a portion on a plate. Then person two is asked if he thinks the portion is too large. If he thinks it is, he is allowed to remove any amount of pudding from the plate he might wish. Then its the third persons turn. If he thinks the portion is too large he can remove from he plate any amount of pudding he wish. When all people have had a chance to remove pudding, THE :AST PERSON WHO REMOVED ANY PUDDING gets the plate, and is out of the game. If noone removes any puddling, the first person gets the plate. This procedure is repeated until only two people are left in which case the procedure reduces to the usual "you divide, I choose" game.
Notice that if someone gets too little pudding, they only have themself to blame.
Not quite sure what this has to do with randomness. Ramseys Theorem is a famous theorem in mathematics that in some sense says that true randomness is never possible and that large dataset AFTER WARDS (magicinas choice!!) ALWAYS contains some unusual and surprising patterns! If the data had been slightly different and that pattern had not been present some other pattern would have been there instead.
Ramseys theorem is very good news for magicians, though its hard to apply the principle in practice since the dataset usually needs to be huge and it might take the magician a few hours (if not days) to work out the hidden pattern.
stepSeven wrote:New definition of proof: "you're so wrong. trust me dude, I'm doing a maths degree. "
Lawrence wrote:what we do really need, is a proper definition of what is random, since some of us seem to be arguing different definitions!
stepSeven wrote:Flip a double headed coin, the outcome is random by that definition
Tomo wrote:Lawrence wrote:what we do really need, is a proper definition of what is random, since some of us seem to be arguing different definitions!
"An event having no dependency to previous events."
How's that?
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