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|    sci.physics    |    Physical laws, properties, etc.    |    178,923 messages    |
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|    Message 176,947 of 178,923    |
|    Physfitfreak to Farley Flud    |
|    Re: Problem For Physfitfreak    |
|    02 Nov 24 00:15:11    |
      XPost: comp.os.linux.advocacy       From: physfitfreak@gmail.com              On 11/1/24 13:59, Farley Flud wrote:       > Here is a problem for Physfitfreak:       >       > Of all the number bases, both rational (integer) and irrational,       > which one is optimal for expressing numbers?       >       > By optimal, it is meant the base that requires the least digits       > (on average) to express all numbers.       >       > It is an interesting problems and directly related to computer       > architecture and hence to GNU/Linux because GNU/Linux is the only       > OS that does not eschew computing fundamentals.       >       > The unavoidable lurkers can only gawk briefly with their mouths       > hanging open, shrug, and then return to their demented games.       >       > Lurkers are lackeys.       >       > Ha, ha, ha, ha, ha, ha, ha, ha, ha, ha, ha, ha, ha!       >       >                     In an absolute way? Disregarding unrelated limitations?              Then that base would be infinity :) Then any real and complex number       will be expressed in just one digit :)              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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