EllipticExp
Available
Inverse of EllipticLog on the curve y^2 = x^3 + a x^2 + b x (numerical)
EllipticExp[u, {a, b}]
EllipticExp[-0.4, {4, 1}]
→ {5.043827135411487, 15.333640384130684}Plot[{EllipticExp[x, {4, 1}]//First, EllipticExp[x, {4, 1}]//Last}, {x, 0, 4 2.83147}]
→ -Graphics-EllipticExp[0, {1, 2}]
→ {ComplexInfinity, ComplexInfinity} All 6300 functions ·
Use this from an MCP client