This project is a demonstrator tool, made by the MOISE project, that translates timed Altarica models into Fiacre models. Such translation allows to use model checkers such as Tina to prove properties. The project contains the translator tool.
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/*
*
* Copyright (c) Karl Meerbergen & Kresimir Fresl 2003
*
* 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)
*
* KF acknowledges the support of the Faculty of Civil Engineering,
* University of Zagreb, Croatia.
*
*/
#ifndef BOOST_NUMERIC_BINDINGS_LAPACK_WORKSPACE_HPP
#define BOOST_NUMERIC_BINDINGS_LAPACK_WORKSPACE_HPP
#include <boost/mpl/bool.hpp>
#include <boost/numeric/bindings/value_type.hpp>
#include <memory>
namespace boost {
namespace numeric {
namespace bindings {
namespace lapack {
/*
* Organization of workspace in Lapack.
* We allow one of the following arguments in a number of Lapack functions
* - minimal_workspace() : the function allocates the minimum workspace required for the function
* - optimal_workspace() : the function allocates the amount of workspace that allows optimal
* execution.
* - workspace( work ) : the function uses the workspace array in work.
* - workspace( rwork, work ) : the function uses a real array rwork and a compolex array work as
* workspace. (There are Lapack functions for complex matrices
* that require two workarrays)
* */
// Four classes are introduced to distinguish between the different type of memory allocations
struct minimal_workspace {} ;
struct optimal_workspace {} ;
namespace detail {
template <typename W>
class workspace1 {
public:
workspace1(W& w)
: w_( w )
{}
public:
typedef typename bindings::value_type< W>::type value_type ;
W& select( value_type const& ) { return w_ ; }
private:
W& w_ ;
}; // struct workspace1
template <typename W, typename WRI>
class workspace2 {
public:
workspace2(W& w, WRI& wri)
: w_(w)
, wri_(wri)
{}
public:
typedef typename bindings::value_type< W>::type w_value_type ;
W& select( w_value_type const& ) { return w_ ; }
typedef typename bindings::value_type< WRI>::type wri_value_type ;
WRI& select( wri_value_type const& ) { return wri_ ; }
private:
W& w_ ;
WRI& wri_ ;
}; // struct workspace2
template <typename W, typename WR, typename WI>
class workspace3 {
public:
workspace3(W& w, WR& wr, WI& wi)
: w_(w)
, wr_(wr)
, wi_(wi)
{}
public:
typedef typename bindings::value_type< W>::type w_value_type ;
W& select( w_value_type const& ) { return w_ ; }
typedef typename bindings::value_type< WR>::type wr_value_type ;
WR& select( wr_value_type const& ) { return wr_ ; }
typedef typename bindings::value_type< WI>::type wi_value_type ;
WI& select( wi_value_type const& ) { return wi_ ; }
private:
W& w_ ;
WR& wr_ ;
WI& wi_ ;
}; // struct workspace3
template <typename W, typename WR, typename WI, typename WB>
class workspace4 {
public:
workspace4(W& w, WR& wr, WI& wi, WB& wb)
: w_(w)
, wr_(wr)
, wi_(wi)
, wb_(wb)
{}
public:
typedef typename bindings::value_type< W>::type w_value_type ;
W& select( w_value_type const& ) { return w_ ; }
typedef typename bindings::value_type< WR>::type wr_value_type ;
WR& select( wr_value_type const& ) { return wr_ ; }
typedef typename bindings::value_type< WI>::type wi_value_type ;
WI& select( wi_value_type const& ) { return wi_ ; }
typedef typename bindings::value_type< WB>::type wb_value_type ;
WB& select( wb_value_type const& ) { return wb_ ; }
private:
W& w_ ;
WR& wr_ ;
WI& wi_ ;
WB& wb_ ;
}; // struct workspace4
}
template <typename W>
detail::workspace1<W> workspace(W& w) {
return detail::workspace1<W>(w) ;
} // workspace()
//
// Two situations:
// Real valued: workspace( real array, integer array )
// Complex valued: workspace( complex array, real array )
//
template <typename W, typename WRI>
detail::workspace2<W,WRI> workspace(W& w, WRI& wri) {
return detail::workspace2<W,WRI>(w, wri) ;
} // workspace()
//
// Complex valued: workspace( complex array, real array, integer array )
//
template <typename W, typename WR, typename WI>
detail::workspace3<W,WR,WI> workspace(W& w, WR& wr, WI& wi) {
return detail::workspace3<W,WR,WI>(w, wr, wi) ;
} // workspace()
//
// Complex valued: workspace( complex array, real array, integer array, bool array )
//
template <typename W, typename WR, typename WI, typename WB>
detail::workspace4<W,WR,WI,WB> workspace(W& w, WR& wr, WI& wi, WB& wb) {
return detail::workspace4<W,WR,WI,WB>(w, wr, wi, wb) ;
} // workspace()
namespace detail {
template< typename T >
struct is_workspace: mpl::false_ {};
template<>
struct is_workspace< minimal_workspace >: mpl::true_ {};
template<>
struct is_workspace< optimal_workspace >: mpl::true_ {};
template< typename T >
struct is_workspace< workspace1<T> >: mpl::true_ {};
template< typename T1, typename T2 >
struct is_workspace< workspace2<T1,T2> >: mpl::true_ {};
template< typename T1, typename T2, typename T3 >
struct is_workspace< workspace3<T1,T2,T3> >: mpl::true_ {};
template< typename T1, typename T2, typename T3, typename T4 >
struct is_workspace< workspace4<T1,T2,T3,T4> >: mpl::true_ {};
}
} // namespace lapack
} // namespace bindings
} // namespace numeric
} // namespace boost
#endif