s21bjc calculates an approximation to the integral
where
.
The integral is computed using the symmetrised elliptic integrals of Carlson (
Carlson (1979) and
Carlson (1988)). The relevant identity is
where
is the Carlson symmetrised incomplete elliptic integral of the first kind (see
s21bbc) and
is the Carlson symmetrised incomplete elliptic integral of the second kind (see
s21bcc).
Background information to multithreading can be found in the
Multithreading documentation.
You should consult the
S Chapter Introduction, which shows the relationship between this function and the Carlson definitions of the elliptic integrals. In particular, the relationship between the argument-constraints for both forms becomes clear.
For more information on the algorithms used to compute
and
, see the function documents for
s21bbc and
s21bcc, respectively.
This example simply generates a small set of nonextreme arguments that are used with the function to produce the table of results.
None.