|
stator
A math, geometry, and utility library
|
This is the complete list of members for sym::Polynomial< Order, Coeff_t, PolyVar >, including all inherited members.
| alesina_galuzzi_test(const Polynomial< Order, Coeff_t, PolyVar > &f, const Coeff_t &a, const Coeff_t &b) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| budan_01_test(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| deflate_polynomial(const Polynomial< Order, Coeff_t, PolyVar > &a, const double root) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| deflate_polynomial(const Polynomial< Order, Coeff_t, PolyVar > &a, Null) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| derivative(const Polynomial< N, Coeff_t, PolyVar > &f, Var< VarArgs... >) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| derivative(const Polynomial< N, Coeff_t, PolyVar > &f, Var< VarArgs... >) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| descartes_rule_of_signs(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| empty_sum(const Polynomial< Order, Coeff_t, PolyVar > &) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| gcd(const Polynomial< Order1, Coeff_t, PolyVar1 > &f, const Polynomial< Order2, Coeff_t, PolyVar2 > &g) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| gcd(const Polynomial< Order1, Coeff_t, PolyVar1 > &f, const Polynomial< 0, Coeff_t, PolyVar2 > &g) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| invert_taylor_shift(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| LinBairstowSolve(Polynomial< Order, Coeff_t, PolyVar1 > f, Coeff_t tolerance, Polynomial< 2, Coeff_t, PolyVar2 > guess={0, 0, 1}) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| LinBairstowSolve(Polynomial< Order, Coeff_t, PolyVar1 > f, Coeff_t tolerance, Polynomial< 2, Coeff_t, PolyVar2 > guess={0, 0, 1}) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| LMQ_lower_bound(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| LMQ_lower_bound(const Polynomial< 0, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| LMQ_upper_bound(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| LMQ_upper_bound(const Polynomial< 0, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| operator-() const | sym::Polynomial< Order, Coeff_t, PolyVar > | inline |
| Polynomial() | sym::Polynomial< Order, Coeff_t, PolyVar > | inline |
| Polynomial(std::initializer_list< Coeff_t > _list) | sym::Polynomial< Order, Coeff_t, PolyVar > | inline |
| Polynomial(InputIt first, InputIt last) | sym::Polynomial< Order, Coeff_t, PolyVar > | inline |
| Polynomial(const Polynomial< N, Coeff_t2, PolyVar2 > &poly) | sym::Polynomial< Order, Coeff_t, PolyVar > | inline |
| PolyRootBisector enum name | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| PolyRootBounder enum name | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| precision(const Polynomial< Order, Coeff_t, PolyVar > &f, const Coeff_t2 &x) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| reflect_poly(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| scale_poly(const Polynomial< Order, Coeff_t, PolyVar > &f, const Coeff_t &a) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| shift_function(const Polynomial< Order, Coeff_t, PolyVar > &f, const double t) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| shift_function(const Polynomial< Order, Coeff_t, PolyVar > &f, Unity) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| simplify(MultiplyOp< Var< VarArgs... >, Polynomial< Order, Real, PolyVar > > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| solve_real_positive_roots_poly(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| solve_real_positive_roots_poly_sturm(const Polynomial< Order, Coeff_t, PolyVar > &f, const size_t tol_bits=56) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| solve_real_roots(const Polynomial< 0, double, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| solve_real_roots(const Polynomial< 1, double, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| solve_real_roots(Polynomial< 2, double, PolyVar > f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| solve_real_roots(const Polynomial< 3, double, PolyVar > &f_original) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| sturm_chain(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| sub(const Polynomial< Order, Coeff_t, Var1 > &f, const Relation< Var2, Var< VarArgs... > > &x_container) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| sub(const Polynomial< Order, Coeff_t, PolyVar > &f, const Relation< SubVar, Null > &) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| sub(const Polynomial< Order, Coeff_t, PolyVar > &f, const Relation< SubVar, Coeff_t2 > &x_container) -> STATOR_AUTORETURN(detail::PolySubWorker< Order >::eval(f, x_container._val)) template< size_t D, size_t Order, class Coeff_t, class PolyVar, class Coeff_t2 > std::array< Coeff_t, D+1 > eval_derivatives(const Polynomial< Order, Coeff_t, PolyVar > &f, const Coeff_t2 &x) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| VAS_real_root_bounds(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| VAS_real_root_bounds_worker(Polynomial< Order, Coeff_t, PolyVar > f, MobiusTransform< Coeff_t > M) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| VCA_real_root_bounds(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
| VCA_real_root_bounds_worker(const Polynomial< Order, Coeff_t, PolyVar > &f) | sym::Polynomial< Order, Coeff_t, PolyVar > | related |
1.8.13