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| std::vector< Polynomial< double > > | Polynomials::generate_complete_Lagrange_basis (const std::vector< Point< 1 > > &points) |
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| template<typename Number > |
| Number | Polynomials::jacobi_polynomial_value (const unsigned int degree, const int alpha, const int beta, const Number x, const bool rescale_to_dealii_unit_interval=true) |
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| template<typename Number > |
| Number | Polynomials::jacobi_polynomial_derivative (const unsigned int degree, const int alpha, const int beta, const Number x, const bool rescale_to_dealii_unit_interval) |
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| template<typename Number > |
| Number | Polynomials::jacobi_polynomial_kth_derivative (const unsigned int derivative_order, const unsigned int degree, const int alpha, const int beta, const Number x, const bool rescale_to_dealii_unit_interval) |
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| template<typename Number > |
| std::vector< Number > | Polynomials::jacobi_polynomial_roots (const unsigned int degree, const int alpha, const int beta) |
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| template<typename Number > |
| Number | Polynomials::jacobi_polynomial_homogenized_value (const unsigned int degree, const int alpha, const int beta, const Number x, const Number s) |
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| template<typename Number > |
| Number | Polynomials::jacobi_polynomial_homogenized_derivative (const unsigned int order_x, const unsigned int order_s, const unsigned int degree, const int alpha, const int beta, const Number x, const Number s) |
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