Module mf

Classes

Mf

Data

Variables

__package__ = 'target_functions'

Imports: pi, dot, float64, ones, sum, transpose, zeros, calc_noe, calc_dnoe, calc_d2noe, calc_r1, calc_dr1, calc_d2r1, extract_r1, extract_dr1, extract_d2r1, ri_comps, ri_comps_rex, ri_comps_r, ri_comps_csa, ri_comps_r_csa, ri_comps_r_rex, ri_comps_csa_rex, ri_comps_r_csa_rex, dri_comps, dri_comps_rex, dri_comps_r, dri_comps_csa, dri_comps_r_csa, dri_comps_r_rex, dri_comps_csa_rex, dri_comps_r_csa_rex, d2ri_comps, d2ri_comps_r, d2ri_comps_csa, d2ri_comps_r_csa, calc_fixed_dip, calc_fixed_csa, comp_dip_const_func, comp_csa_const_func, comp_rex_const_func, comp_rex_const_grad, comp_r2_dip_const, comp_r1_csa_const, comp_r2_csa_const, comp_r1_dip_jw, comp_r2_dip_jw, comp_sigma_noe_dip_jw, comp_r1_csa_jw, comp_r2_csa_jw, func_ri_prime, func_ri_prime_rex, func_dri_djw_prime, func_dri_drex_prime, func_dri_dr_prime, func_dri_dcsa_prime, func_d2ri_djwidjwj_prime, func_d2ri_djwdcsa_prime, func_d2ri_djwdr_prime, func_d2ri_dcsa2_prime, func_d2ri_dr2_prime, calc_sphere_ti, calc_sphere_dti, calc_spheroid_ti, calc_spheroid_dti, calc_spheroid_d2ti, calc_ellipsoid_ti, calc_ellipsoid_dti, calc_ellipsoid_d2ti, calc_ellipsoid_di, calc_ellipsoid_ddi, calc_ellipsoid_d2di, calc_spheroid_di, calc_spheroid_ddi, calc_spheroid_d2di, calc_sphere_ci, calc_spheroid_ci, calc_spheroid_dci, calc_spheroid_d2ci, calc_ellipsoid_ci, calc_ellipsoid_dci, calc_ellipsoid_d2ci, RelaxError, calc_jw, calc_S2_jw, calc_S2_te_jw, calc_S2f_S2_ts_jw, calc_S2f_tf_S2_ts_jw, calc_S2f_S2s_ts_jw, calc_S2f_tf_S2s_ts_jw, calc_diff_djw_dGj, calc_ellipsoid_djw_dGj, calc_diff_S2_djw_dGj, calc_ellipsoid_S2_djw_dGj, calc_diff_S2_te_djw_dGj, calc_ellipsoid_S2_te_djw_dGj, calc_diff_djw_dOj, calc_diff_S2_djw_dOj, calc_diff_S2_te_djw_dOj, calc_S2_djw_dS2, calc_S2_te_djw_dS2, calc_S2_te_djw_dte, calc_diff_S2f_S2_ts_djw_dGj, calc_ellipsoid_S2f_S2_ts_djw_dGj, calc_diff_S2f_tf_S2_ts_djw_dGj, calc_ellipsoid_S2f_tf_S2_ts_djw_dGj, calc_diff_S2f_S2_ts_djw_dOj, calc_diff_S2f_tf_S2_ts_djw_dOj, calc_S2f_S2_ts_djw_dS2, calc_S2f_S2_ts_djw_dS2f, calc_S2f_tf_S2_ts_djw_dS2f, calc_S2f_tf_S2_ts_djw_dtf, calc_S2f_S2_ts_djw_dts, calc_diff_S2f_S2s_ts_djw_dGj, calc_ellipsoid_S2f_S2s_ts_djw_dGj, calc_diff_S2f_tf_S2s_ts_djw_dGj, calc_ellipsoid_S2f_tf_S2s_ts_djw_dGj, calc_diff_S2f_S2s_ts_djw_dOj, calc_diff_S2f_tf_S2s_ts_djw_dOj, calc_S2f_S2s_ts_djw_dS2f, calc_S2f_tf_S2s_ts_djw_dS2f, calc_S2f_tf_S2s_ts_djw_dS2s, calc_S2f_tf_S2s_ts_djw_dtf, calc_S2f_S2s_ts_djw_dts, calc_diff_d2jw_dGjdGk, calc_ellipsoid_d2jw_dGjdGk, calc_diff_S2_d2jw_dGjdGk, calc_ellipsoid_S2_d2jw_dGjdGk, calc_diff_S2_te_d2jw_dGjdGk, calc_ellipsoid_S2_te_d2jw_dGjdGk, calc_diff_d2jw_dGjdOj, calc_ellipsoid_d2jw_dGjdOj, calc_diff_S2_d2jw_dGjdOj, calc_ellipsoid_S2_d2jw_dGjdOj, calc_diff_S2_te_d2jw_dGjdOj, calc_ellipsoid_S2_te_d2jw_dGjdOj, calc_diff_S2_d2jw_dGjdS2, calc_ellipsoid_S2_d2jw_dGjdS2, calc_diff_S2_te_d2jw_dGjdS2, calc_ellipsoid_S2_te_d2jw_dGjdS2, calc_diff_S2_te_d2jw_dGjdte, calc_ellipsoid_S2_te_d2jw_dGjdte, calc_diff_d2jw_dOjdOk, calc_diff_S2_d2jw_dOjdOk, calc_diff_S2_te_d2jw_dOjdOk, calc_diff_S2_d2jw_dOjdS2, calc_diff_S2_te_d2jw_dOjdS2, calc_diff_S2_te_d2jw_dOjdte, calc_S2_te_d2jw_dS2dte, calc_S2_te_d2jw_dte2, calc_diff_S2f_S2_ts_d2jw_dGjdGk, calc_ellipsoid_S2f_S2_ts_d2jw_dGjdGk, calc_diff_S2f_tf_S2_ts_d2jw_dGjdGk, calc_ellipsoid_S2f_tf_S2_ts_d2jw_dGjdGk, calc_diff_S2f_S2_ts_d2jw_dGjdOj, calc_ellipsoid_S2f_S2_ts_d2jw_dGjdOj, calc_diff_S2f_tf_S2_ts_d2jw_dGjdOj, calc_ellipsoid_S2f_tf_S2_ts_d2jw_dGjdOj, calc_diff_S2f_S2_ts_d2jw_dGjdS2, calc_ellipsoid_S2f_S2_ts_d2jw_dGjdS2, calc_diff_S2f_S2_ts_d2jw_dGjdS2f, calc_ellipsoid_S2f_S2_ts_d2jw_dGjdS2f, calc_diff_S2f_tf_S2_ts_d2jw_dGjdS2f, calc_ellipsoid_S2f_tf_S2_ts_d2jw_dGjdS2f, calc_diff_S2f_tf_S2_ts_d2jw_dGjdtf, calc_ellipsoid_S2f_tf_S2_ts_d2jw_dGjdtf, calc_diff_S2f_S2_ts_d2jw_dGjdts, calc_ellipsoid_S2f_S2_ts_d2jw_dGjdts, calc_diff_S2f_S2_ts_d2jw_dOjdOk, calc_diff_S2f_tf_S2_ts_d2jw_dOjdOk, calc_diff_S2f_S2_ts_d2jw_dOjdS2, calc_diff_S2f_S2_ts_d2jw_dOjdS2f, calc_diff_S2f_tf_S2_ts_d2jw_dOjdS2f, calc_diff_S2f_tf_S2_ts_d2jw_dOjdtf, calc_diff_S2f_S2_ts_d2jw_dOjdts, calc_S2f_S2_ts_d2jw_dS2dts, calc_S2f_tf_S2_ts_d2jw_dS2fdtf, calc_S2f_S2_ts_d2jw_dS2fdts, calc_S2f_tf_S2_ts_d2jw_dtf2, calc_S2f_S2_ts_d2jw_dts2, calc_diff_S2f_S2s_ts_d2jw_dGjdGk, calc_ellipsoid_S2f_S2s_ts_d2jw_dGjdGk, calc_diff_S2f_tf_S2s_ts_d2jw_dGjdGk, calc_ellipsoid_S2f_tf_S2s_ts_d2jw_dGjdGk, calc_diff_S2f_S2s_ts_d2jw_dGjdOj, calc_ellipsoid_S2f_S2s_ts_d2jw_dGjdOj, calc_diff_S2f_tf_S2s_ts_d2jw_dGjdOj, calc_ellipsoid_S2f_tf_S2s_ts_d2jw_dGjdOj, calc_diff_S2f_S2s_ts_d2jw_dGjdS2f, calc_ellipsoid_S2f_S2s_ts_d2jw_dGjdS2f, calc_diff_S2f_tf_S2s_ts_d2jw_dGjdS2f, calc_ellipsoid_S2f_tf_S2s_ts_d2jw_dGjdS2f, calc_diff_S2f_S2s_ts_d2jw_dGjdS2s, calc_ellipsoid_S2f_S2s_ts_d2jw_dGjdS2s, calc_diff_S2f_tf_S2s_ts_d2jw_dGjdtf, calc_ellipsoid_S2f_tf_S2s_ts_d2jw_dGjdtf, calc_diff_S2f_S2s_ts_d2jw_dGjdts, calc_ellipsoid_S2f_S2s_ts_d2jw_dGjdts, calc_diff_S2f_S2s_ts_d2jw_dOjdOk, calc_diff_S2f_tf_S2s_ts_d2jw_dOjdOk, calc_diff_S2f_S2s_ts_d2jw_dOjdS2f, calc_diff_S2f_tf_S2s_ts_d2jw_dOjdS2f, calc_diff_S2f_tf_S2s_ts_d2jw_dOjdtf, calc_diff_S2f_S2s_ts_d2jw_dOjdts, calc_S2f_S2s_ts_d2jw_dS2fdS2s, calc_S2f_tf_S2s_ts_d2jw_dS2fdtf, calc_S2f_S2s_ts_d2jw_dS2fdts, calc_S2f_S2s_ts_d2jw_dS2sdts, calc_S2f_tf_S2s_ts_d2jw_dtf2, calc_S2f_S2s_ts_d2jw_dts2, calc_S2_te_jw_comps, calc_S2f_S2_ts_jw_comps, calc_S2f_S2s_ts_jw_comps, calc_S2f_tf_S2_ts_jw_comps, calc_S2f_tf_S2s_ts_jw_comps, calc_diff_djw_comps, calc_S2_te_djw_comps, calc_diff_S2_te_djw_comps, calc_S2f_S2_ts_djw_comps, calc_diff_S2f_S2_ts_djw_comps, calc_S2f_tf_S2_ts_djw_comps, calc_diff_S2f_tf_S2_ts_djw_comps, calc_S2f_S2s_ts_djw_comps, calc_diff_S2f_S2s_ts_djw_comps, calc_S2f_tf_S2s_ts_djw_comps, calc_diff_S2f_tf_S2s_ts_djw_comps, chi2, dchi2_element, d2chi2_element