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File:Golden mean.png
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Summary
Description |
English: Approximation of golden mean by finite continued fractions :
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Date | 21 October 2011 |
Source | Own work |
Author | Adam majewski |
Licensing
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Maxima CAS src code
/* golden ratio conjugate = ((sqrt(5)-1)/2 = 0.618033988749895 It is approximated by finite continued fractions : [0;1,1,1,....] */ kill(all); iMax : 10; /* continuead fraction - goldem mean */ f(i_Max):= ( [a,i], i:1, a:[0,1,1], while i