#include <riccati/chebyshev.hpp>
#include <Eigen/Dense>
#include <complex>
#include <cmath>
#include <tuple>
Go to the source code of this file.
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| template<typename SolverInfo , typename Scalar , typename YScalar > |
| auto | riccati::nonosc_step (SolverInfo &&info, Scalar x0, Scalar h, YScalar y0, YScalar dy0, Scalar epsres) |
| | Performs a single Chebyshev step with adaptive node count for solving differential equations.
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| template<bool DenseOut, typename SolverInfo , typename OmegaVec , typename GammaVec , typename Scalar , typename YScalar > |
| auto | riccati::osc_step (SolverInfo &&info, OmegaVec &&omega_s, GammaVec &&gamma_s, Scalar x0, Scalar h, YScalar y0, YScalar dy0, Scalar epsres) |
| | Performs a single Riccati step for solving differential equations with oscillatory behavior.
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| template<typename SolverInfo , typename Scalar , typename Vec > |
| auto | riccati::step (SolverInfo &info, Scalar xi, Scalar xf, std::complex< Scalar > yi, std::complex< Scalar > dyi, Scalar eps, Scalar epsilon_h, Scalar init_stepsize, Vec &&x_eval, bool hard_stop=false) |
| | Solves the differential equation y'' + 2gy' + w^2y = 0 over a given interval.
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