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Conjectures on the Taylor Series Expansion Coefficients of the Jacobian Elliptic Function sn(x, k)
1981
Mathematics of Computation
Two conjectures are posed for the coefficients introduced by Alois Schett in the Taylor series expansion of the Jacobian elliptic function sn(x, k). The first conjecture is furnished with a proof revealing a procedure which might be useful when calculating further coefficients. Some of the coefficients are tabulated.
doi:10.2307/2007439
fatcat:ufl4fhqx6rdqrlftue2yr7xfy4