Dr. Dobb's Python-URL! - weekly Python news and links (Mar 17)
Erik Max Francis
max at alcyone.com
Wed Mar 19 17:17:17 EST 2003
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Wed Mar 19 17:17:17 EST 2003
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Steven Taschuk wrote: > Imho, the argument is not so interesting. The equiprobable > distribution property is a property of the symbol sequence, not > strictly speaking of the number. Thus the notion of normality of > a number requires some function from numbers to symbol sequences, > or a set of such functions. That is, unique representations are > required. And while it's true that terminating and some repeating expansions in a given base can have other representations (e.g., 0.999... = 1, 0.3759836 = 0.3759835999..., etc.), I'm pretty sure that all irrational expansions in a given base are unique. Since normality only concerns irrational numbers, the question of non-unique expansions doesn't seem to come into play. -- Erik Max Francis / max at alcyone.com / http://www.alcyone.com/max/ __ San Jose, CA, USA / 37 20 N 121 53 W / &tSftDotIotE / \ Patriotism is the virtue of the vicious. \__/ Oscar Wilde Bosskey.net: Counter-Strike / http://www.bosskey.net/cs/ A personal guide to Counter-Strike.
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