Re: [math-fun] Pi to 31.4 trilllion digits
Hmm. Is there a simple connection between the CFE of real number x and that of 1/x ??? —Dan Simon Plouffe wrote: ----- ... the generalized continued fraction of Pi, (or 1/Pi) ... -----
Um, yes. One of the two always starts with a 0, and the other is identical with the 0 left off. So pi is 3\7\15\1... and 1/pi is 0\3\7\15\1... On Fri, Mar 15, 2019 at 5:58 PM Dan Asimov <dasimov@earthlink.net> wrote:
Hmm. Is there a simple connection between the CFE of real number x and that of 1/x ???
—Dan
Simon Plouffe wrote: ----- ... the generalized continued fraction of Pi, (or 1/Pi) ... -----
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