Hi, I am currently working on the Struve function implementation alongside the Bessel functions. To approximate H₀(x) and H₁(x), I plan to use the Remez minimax approximation algorithm, similar to what is used in the current Bessel implementation: https://github.com/boostorg/math/blob/develop/include/boost/math/special_fun... (for example, in the region x ≤ 8). I see that an implementation of the Remez algorithm already exists in Boost here: https://github.com/boostorg/math/blob/develop/include_private/boost/math/too... I would like to ask which implementation of the Remez algorithm was used to derive the Bessel function approximations. Was it this Boost implementation, or a different one? Additionally, how were the reference values computed for the approximation process? Currently, I am using mpmath in Python to generate reference values for the Struve function with the required precision. Best regards, Zaripov Nail