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Diffstat (limited to 'inference-engine/thirdparty/clDNN/common/boost/1.64.0/include/boost-1_64/boost/numeric/odeint/stepper/euler.hpp')
| -rw-r--r-- | inference-engine/thirdparty/clDNN/common/boost/1.64.0/include/boost-1_64/boost/numeric/odeint/stepper/euler.hpp | 166 |
1 files changed, 0 insertions, 166 deletions
diff --git a/inference-engine/thirdparty/clDNN/common/boost/1.64.0/include/boost-1_64/boost/numeric/odeint/stepper/euler.hpp b/inference-engine/thirdparty/clDNN/common/boost/1.64.0/include/boost-1_64/boost/numeric/odeint/stepper/euler.hpp deleted file mode 100644 index 1c7c126b9..000000000 --- a/inference-engine/thirdparty/clDNN/common/boost/1.64.0/include/boost-1_64/boost/numeric/odeint/stepper/euler.hpp +++ /dev/null @@ -1,166 +0,0 @@ -/* - [auto_generated] - boost/numeric/odeint/stepper/euler.hpp - - [begin_description] - Implementation of the classical explicit Euler stepper. This method is really simple and should only - be used for demonstration purposes. - [end_description] - - Copyright 2010-2013 Karsten Ahnert - Copyright 2010-2013 Mario Mulansky - - Distributed under the Boost Software License, Version 1.0. - (See accompanying file LICENSE_1_0.txt or - copy at http://www.boost.org/LICENSE_1_0.txt) - */ - - -#ifndef BOOST_NUMERIC_ODEINT_STEPPER_EULER_HPP_INCLUDED -#define BOOST_NUMERIC_ODEINT_STEPPER_EULER_HPP_INCLUDED - - -#include <boost/numeric/odeint/stepper/base/explicit_stepper_base.hpp> -#include <boost/numeric/odeint/util/resizer.hpp> -#include <boost/numeric/odeint/algebra/range_algebra.hpp> -#include <boost/numeric/odeint/algebra/default_operations.hpp> -#include <boost/numeric/odeint/algebra/algebra_dispatcher.hpp> -#include <boost/numeric/odeint/algebra/operations_dispatcher.hpp> - -namespace boost { -namespace numeric { -namespace odeint { - - -template< -class State , -class Value = double , -class Deriv = State , -class Time = Value , -class Algebra = typename algebra_dispatcher< State >::algebra_type , -class Operations = typename operations_dispatcher< State >::operations_type , -class Resizer = initially_resizer -> -#ifndef DOXYGEN_SKIP -class euler -: public explicit_stepper_base< - euler< State , Value , Deriv , Time , Algebra , Operations , Resizer > , - 1 , State , Value , Deriv , Time , Algebra , Operations , Resizer > -#else -class euler : public explicit_stepper_base -#endif -{ -public : - - #ifndef DOXYGEN_SKIP - typedef explicit_stepper_base< euler< State , Value , Deriv , Time , Algebra , Operations , Resizer > , 1 , State , Value , Deriv , Time , Algebra , Operations , Resizer > stepper_base_type; - #else - typedef explicit_stepper_base< euler< ... > , ... > stepper_base_type; - #endif - typedef typename stepper_base_type::state_type state_type; - typedef typename stepper_base_type::value_type value_type; - typedef typename stepper_base_type::deriv_type deriv_type; - typedef typename stepper_base_type::time_type time_type; - typedef typename stepper_base_type::algebra_type algebra_type; - typedef typename stepper_base_type::operations_type operations_type; - typedef typename stepper_base_type::resizer_type resizer_type; - - #ifndef DOXYGEN_SKIP - typedef typename stepper_base_type::stepper_type stepper_type; - typedef typename stepper_base_type::wrapped_state_type wrapped_state_type; - typedef typename stepper_base_type::wrapped_deriv_type wrapped_deriv_type; - #endif - - - euler( const algebra_type &algebra = algebra_type() ) : stepper_base_type( algebra ) - { } - - template< class System , class StateIn , class DerivIn , class StateOut > - void do_step_impl( System /* system */ , const StateIn &in , const DerivIn &dxdt , time_type /* t */ , StateOut &out , time_type dt ) - { - stepper_base_type::m_algebra.for_each3( out , in , dxdt , - typename operations_type::template scale_sum2< value_type , time_type >( 1.0 , dt ) ); - - } - - template< class StateOut , class StateIn1 , class StateIn2 > - void calc_state( StateOut &x , time_type t , const StateIn1 &old_state , time_type t_old , const StateIn2 & /*current_state*/ , time_type /* t_new */ ) const - { - const time_type delta = t - t_old; - stepper_base_type::m_algebra.for_each3( x , old_state , stepper_base_type::m_dxdt.m_v , - typename operations_type::template scale_sum2< value_type , time_type >( 1.0 , delta ) ); - } - - template< class StateType > - void adjust_size( const StateType &x ) - { - stepper_base_type::adjust_size( x ); - } -}; - - - -/********** DOXYGEN ***********/ - -/** - * \class euler - * \brief An implementation of the Euler method. - * - * The Euler method is a very simply solver for ordinary differential equations. This method should not be used - * for real applications. It is only useful for demonstration purposes. Step size control is not provided but - * trivial continuous output is available. - * - * This class derives from explicit_stepper_base and inherits its interface via CRTP (current recurring template pattern), - * see explicit_stepper_base - * - * \tparam State The state type. - * \tparam Value The value type. - * \tparam Deriv The type representing the time derivative of the state. - * \tparam Time The time representing the independent variable - the time. - * \tparam Algebra The algebra type. - * \tparam Operations The operations type. - * \tparam Resizer The resizer policy type. - */ - - /** - * \fn euler::euler( const algebra_type &algebra ) - * \brief Constructs the euler class. This constructor can be used as a default - * constructor of the algebra has a default constructor. - * \param algebra A copy of algebra is made and stored inside explicit_stepper_base. - */ - - /** - * \fn euler::do_step_impl( System system , const StateIn &in , const DerivIn &dxdt , time_type t , StateOut &out , time_type dt ) - * \brief This method performs one step. The derivative `dxdt` of `in` at the time `t` is passed to the method. - * The result is updated out of place, hence the input is in `in` and the output in `out`. - * Access to this step functionality is provided by explicit_stepper_base and - * `do_step_impl` should not be called directly. - * - * \param system The system function to solve, hence the r.h.s. of the ODE. It must fulfill the - * Simple System concept. - * \param in The state of the ODE which should be solved. in is not modified in this method - * \param dxdt The derivative of x at t. - * \param t The value of the time, at which the step should be performed. - * \param out The result of the step is written in out. - * \param dt The step size. - */ - - - /** - * \fn euler::calc_state( StateOut &x , time_type t , const StateIn1 &old_state , time_type t_old , const StateIn2 ¤t_state , time_type t_new ) const - * \brief This method is used for continuous output and it calculates the state `x` at a time `t` from the - * knowledge of two states `old_state` and `current_state` at time points `t_old` and `t_new`. - */ - - /** - * \fn euler::adjust_size( const StateType &x ) - * \brief Adjust the size of all temporaries in the stepper manually. - * \param x A state from which the size of the temporaries to be resized is deduced. - */ - -} // odeint -} // numeric -} // boost - - -#endif // BOOST_NUMERIC_ODEINT_STEPPER_EULER_HPP_INCLUDED |