JacobiSN ... JacobiCN
], etc. give the Jacobi elliptic functions , , etc.
There are a total of twelve functions, with the names of the form Jacobi
PQ, where P and Q can be any distinct pair of the letters S, C, D and N.
Mathematical functions (see Section A.3.10).
, and , where .
Other Jacobi elliptic functions can be found from the relation , where for these purposes .
See also: InverseJacobiSN.
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