Zolotarev Polynomial Related Routines
| Release: | 0.0.0 |
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| Date: | July 03, 2011 |
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Zolotarev polynomial related routines.
References
z_str2num
-
Zolotarev.z_str2num(s)
- Convert a string to either int or float.
z_theta
-
Zolotarev.z_theta(u, m)
- Jacobi theta function (eq 16.31.1, [Abramowitz]).
z_eta
-
Zolotarev.z_eta(u, m)
- Jacobi eta function (eq 16.31.3, [Abramowitz]).
z_am
-
Zolotarev.z_am(u, m)
- Jacobi amplitude function (eq 16.1.5, [Abramowitz]).
z_zn
-
Zolotarev.z_zn(u, m)
- Jacobi Zeta (zn(u,m)) function (eq 16.26.12, [Abramowitz]).
z_x123_frm_m
-
Zolotarev.z_x123_frm_m(N, m)
- Function to get x1, x2 and x3 (eq 3, 5 and 6, [McNamara93]).
z_Zolotarev
-
Zolotarev.z_Zolotarev(N, x, m)
- Function to evaluate the Zolotarev polynomial (eq 1, [McNamara93]).
z_Zolotarev_x2
-
Zolotarev.z_Zolotarev_x2(N, m)
- This function evaluates the Zolotarev polynomial at x2 for given ‘N’ and ‘m’.
z_m_frm_R
-
Zolotarev.z_m_frm_R(N, R, a=0.10000000000000001, b=0.99999999999989997)
- Function to obtain the parameter ‘m’ for a given ‘SLR’ and order of the
polynomial ‘N’.
z_Zolotarev_poly
-
Zolotarev.z_Zolotarev_poly(N, m, interp_num=100, full=False)
- Function to evaluate the polynomial coefficients of the Zolotarev
polynomial.
Zolotarev2
-
Zolotarev.Zolotarev2(p, q, m)
- Another way to generate Zolotarev polynomial. It is not done yet.