RE: Killing Time WIth Recreational Math: The Birthday Paradox on Mars

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Killing Time WIth Recreational Math: The Birthday Paradox on Mars

in math •  7 years ago 

Why is Pluto a planet?

Why There Is No Birthday Paradox on Jupiter? I've read ab the number, and still do not get it :) It should be possible! Imagine what fertility level w/d have a human (?) population living on a GAZ giant 1.300 times the Earth to survive...! W/d be 122 a reasonable number considering THIS?...

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The 'paradox' refers to the fact that you can get a 50-50 chance of matching birthdays in a group of 23 people. This would be the size of a small company, large family, or a department at work. So people would notice this odd chance in a normal environment.

On Jupiter the group size swells to 122 people so the odds of a matchup won't be seen all that often. Hence no paradox.

  ·  7 years ago (edited)

So, you are saying that it's ab the percentage not the number of people? You mean that it won't be possible to get the 50%, right?

Do you have somewhere sth written ab the stochastic process/activity? I'd like to have a look at it. 10x!