A Table of the Inverse Sine-amplitude Function in the Complex Domain
A Table of the Inverse Sine-amplitude Function in the Complex DomainHenry E. Fettis
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A Table of the Inverse Sine-amplitude Function in the Complex Domain

A Table of the Inverse Sine-amplitude Function in the Complex Domain

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Let z = sn(w, k) be the Jacobian sine-amplitude function. The tables list five-D values of the quantity w = u + iv where z is given by z = a + ib, for some given values. The values of u and v are expressed as decimal portions of the quarter-period K and K' respectively.