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Feller–Tornier constant

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In mathematics, the Feller–Tornier constant CFT is the density of the set of all positive integers that have an even number of distinct prime factors raised to a power larger than one (ignoring any prime factors which appear only to the first power).[1] It is named after William Feller (1906–1970) and Erhard Tornier (1894–1982)[2]

(sequence A065493 in the OEIS)

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Omega function

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The Big Omega function is given by

See also: Prime omega function.

The Iverson bracket is

With these notations, we have

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Prime zeta function

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The prime zeta function P is give by

The Feller–Tornier constant satisfies

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See also

References

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