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bayesian_statistics

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cking $k$ items from a total of $n$ options, how many variations are there? The different ways of distr... n flips or Bernouli trials and the probability of any particular outcome for a coin can be calculated u... u do $n=10$ trials. The probability of success in any given trial is $p=\frac{1}{2}$. You want k=3 succ... in some ways sounds obvious but is the basis of many statistics based problems - e.g. The [[wp>Monty H

gold

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c world where nothing is running or working? How many willing takers are there going to be for the bloc... d then sit around guarding it. This does not have any positive economic impact for anybody. Nothing has

monetizing_positive_impulses

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huge potential. These desires are not limited to any one demographic group. ====== ====== You could

could_democracy_and_our_market_system_save_us_from_ourselves

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ciencies & productivity cannot be stopped through any intellectual endeavor. Can our big brains that dr

erdos_number

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s $k + 1$ where $k$ is the lowest Erdős number of any co-author. Erdős wrote around 1,500 mathematical

commerce_and_politics_have_always_been_sources_of_dramatic_change_-_why_is_this_always_surprising

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wept away. This is sometimes for good - but with many notable examples where this was catastrophic. It