Complementary complete elliptic integral of the second kind
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ellipticCE(m) represents the complementary
complete elliptic integral of the second kind ,
the complete elliptic integral of the second kind:
The complementary complete elliptic integral of the second kind is defined for a complex argument m.
For floating-point values
floating-point results. For most exact arguments, it returns unevaluated
symbolic calls. You can approximate such results with floating-point
numbers using the
When called with floating-point arguments, this function is
sensitive to the environment variable
DIGITS which determines
the numerical working precision.
Most calls with exact arguments return themselves unevaluated.
To approximate such values with floating-point numbers, use
Alternatively, use a floating-point value as an argument:
An arithmetical expression specifying the parameter.