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Glaisher

Glaisher
is Glaisher's constant with numerical value .
MORE INFORMATION
  • Mathematical constant treated as numeric by NumericQ and as a constant by D.
  • Glaisher can be evaluated to any numerical precision using N.
  • Glaisher's constant A satisfies , where is the Riemann zeta function.
EXAMPLESCLOSE ALL
Basic Examples   (1)
Evaluate to any precision:
Evaluate to any precision:
In[1]:=
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Out[1]=
Scope   (2)
Do an exact numerical computation:
TraditionalForm formatting:
Applications   (5)
Derivatives of zeta functions:
Integrals containing gamma functions:
Get Glaisher from an infinite product:
Get Glaisher from infinite sums:
Obtains Glaisher from a limit:
Properties & Relations   (1)
Various symbolic relations are automatically used:
Neat Examples   (1)
Terms in the continued fraction:
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