Mathematical Constants

I
Infinity
Pi
Degree: degrees to radians conversion factor
GoldenRatio
E
EulerGammaEuler's constant
CatalanCatalan's constant
KhinchinKhinchin's constant
GlaisherGlaisher's constant

Mathematical constants.

Euler's constant EulerGamma is given by the limit . It appears in many integrals, and asymptotic formulas. It is sometimes known as the EulerMascheroni constant, and denoted .

Catalan's constant Catalan is given by the sum . It often appears in asymptotic estimates of combinatorial functions. It is variously denoted by , , or .

Khinchin's constant Khinchin (sometimes called Khintchine's constant) is given by . It gives the geometric mean of the terms in the continued fraction representation for a typical real number.

Glaisher's constant Glaisher (sometimes called the GlaisherKinkelin constant) satisfies , where is the Riemann zeta function. It appears in various sums and integrals, particularly those involving gamma and zeta functions.

Mathematical constants can be evaluated to arbitrary precision.
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Exact computations can also be done with them.
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