An equality test in the unit tests failed on MacM1, so I relaxed its tolerance.
Elliptic alpha function.
Rogers-Ramanujan functions.
Jacobi theta function with characteristics.
Allows a negative nome.
Some conformal mappings.
Nome in function of the parameter.
The logarithms of the Jacobi theta functions were not in the principal branch.
The Dedekind eta function is now vectorized.
Changed the expression of the kleinj function in order that its factors
avoid a possible float overflow.
Major changes in the implementation of the Jacobi theta functions, following the new Fortran implementation by Mikael Fremling.
More unit tests.
The halfPeriods function did not work for a pair of real (numeric)
numbers. This has been fixed with the help of as.complex.
Lemniscate elliptic functions.
Dixon elliptic functions.
Some values of the Jacobi theta functions were wrong as of version 2.1.0.
Added some unit tests.
New function halfPeriods, computing the half-periods from the elliptic
invariants.
New function ellipticInvariants, computing the elliptic invariants from
the half-periods.
The case when the elliptic invariant g2 is zero is now handled.
The method computing the half-periods ratio when the elliptic invariants are given led a wrong sign sometimes.
Weierstrass sigma function.
Weierstrass zeta function.
Costa surface.
Vectorization.
Better accuracy.
First release.