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• phi, Φ

The relationship between a number in the Fibonacci sequence and the previous number more and more closely approaches the irrational number Φ, the longer the sequence is continued. And Φ describes nothing other than the golden section.

http://qindex.info/i.php?f=6566#6299

The relationship between a number in the Fibonacci sequence and the previous number more and more closely approaches the irrational number Φ, the longer the sequence is continued. And Φ describes nothing other than the golden section.

http://qindex.info/i.php?f=6566#6299

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• prime number theorem

The prime number theorem says that PI of x is asymtotically equivalent to x over log x. As a reminder, two sequences a sub n and b sub n are asymtotically equivalent if the limit as n goes to infinity of a sub n over b sub n is one.

http://qindex.info/i.php?f=6566#3709

The prime number theorem says that PI of x is asymtotically equivalent to x over log x. As a reminder, two sequences a sub n and b sub n are asymtotically equivalent if the limit as n goes to infinity of a sub n over b sub n is one.

http://qindex.info/i.php?f=6566#3709

• psi, Ψ

An important part is also played by the golden angle which divides the angle of 360° in the proportions of the golden section. As an angle smaller than 180° proved to be more handy in practice the smaller of the resultant angles is called the golden angle

http://qindex.info/i.php?f=6566#6366

An important part is also played by the golden angle which divides the angle of 360° in the proportions of the golden section. As an angle smaller than 180° proved to be more handy in practice the smaller of the resultant angles is called the golden angle

http://qindex.info/i.php?f=6566#6366