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/third_party/boost/boost/geometry/formulas/
Dsjoberg_intersection.hpp679 geodesic_type geod2(lon_b1, lat_b1, alpha_b1, f); in apply() local
684 if (geod1.is_on_equator && geod2.is_on_equator) in apply()
690 lon = geod2.lon_of_equator_intersection(); in apply()
694 else if (geod2.is_on_equator) in apply()
702 CT const lon1_minus_lon2 = math::longitude_distance_signed<radian>(geod2.lonj, geod1.lonj); in apply()
705 if (geod1.is_Cj_zero && geod2.is_Cj_zero) in apply()
777 if (enable_02 && newton_method(geod1, geod2, beta, t, lon1_minus_lon2, lon_sph, lon, lat)) in apply()
787 && is_result_longitude_ok(geod2, lon_b1, lon_b2, lon) ) in apply()
793 return converge_07(geod1, geod2, beta, t, lon1_minus_lon2, lon_sph, lon, lat); in apply()
797 static inline bool newton_method(geodesic_type const& geod1, geodesic_type const& geod2, // in in newton_method() argument
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