词条 | Feller–Tornier constant |
释义 |
In mathematics, the Feller–Tornier constant CFT is the density of the set of all integers that have an even number of prime factors (counted by multiplicities).[1] It is named after William Feller (1906–1970) and Erhard Tornier (1894–1982)[2] {{OEIS|id=A065493}} Omega functionThe Omega function is given by The Iverson bracket is With these notations, we have Prime zeta functionThe prime zeta function P is give by The Feller–Tornier constant satisfies See also
References1. ^{{cite web|url=http://mathworld.wolfram.com/Feller-TornierConstant.html |title=Feller–Tornier Constant – from Wolfram MathWorld |website=Mathworld.wolfram.com |date=2017-03-23 |accessdate=2017-03-30}} {{DEFAULTSORT:Feller-Tornier constant}}2. ^{{cite web|url=http://oeis.org/wiki/Feller–Tornier_constant|author=Steven R. Finch|title=Mathematical Constants. (Cf. Feller–Tornier constant.)|website=Oeis.org|accessdate=2017-03-30}} 2 : Mathematical constants|Zeta and L-functions |
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