AdamsBashforth_fwd.hpp File Reference

Detailed Description

Adams-Bashforth integrator declarations.

Definition in file AdamsBashforth_fwd.hpp.

#include <medusa/Config.hpp>
#include <Eigen/Core>
#include <medusa/bits/utils/numutils.hpp>
#include "RKExplicit_fwd.hpp"
#include <medusa/bits/utils/assert.hpp>

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Classes
class	mm::AdamsBashforth< Scalar, num_steps >
	Class representing an AdamsBashforth method, an explicit linear multistep method. More...
class	mm::AdamsBashforth< Scalar, num_steps >::Integrator< func_t, initial_method_t >
	Integrator class for AB methods. More...
class	mm::AdamsBashforth< Scalar, num_steps >::Integrator< func_t, initial_method_t >::IterationStep
	Class representing a step in the integration process. More...

Namespaces
	mm
	Root namespace for the whole library.
	mm::integrators
	Namespace containing most known methods for integrating ODEs.
	mm::integrators::ExplicitMultistep
	Namespace containing factory functions for explicit linear multistep integrators.

Functions
template<class scalar_t = double>
static AdamsBashforth< scalar_t, 1 >	mm::integrators::ExplicitMultistep::AB1 ()
	Standard Euler's method. More...
template<class scalar_t = double>
static AdamsBashforth< scalar_t, 2 >	mm::integrators::ExplicitMultistep::AB2 ()
	Two step AB method. More...
template<class scalar_t = double>
static AdamsBashforth< scalar_t, 3 >	mm::integrators::ExplicitMultistep::AB3 ()
	Three step AB method. More...
template<class scalar_t = double>
static AdamsBashforth< scalar_t, 4 >	mm::integrators::ExplicitMultistep::AB4 ()
	Four step AB method. More...
template<class scalar_t = double>
static AdamsBashforth< scalar_t, 5 >	mm::integrators::ExplicitMultistep::AB5 ()
	Five step AB method. More...
template<int order, class scalar_t = double>
static AdamsBashforth< scalar_t, order >	mm::integrators::ExplicitMultistep::of_order ()
	Returns Adams-Bashforth explicit method of requested order with given floating point type. More...