line::api::PatienceHandles< T > Struct Template Reference

The patience law of one station-class pair, in the forms the solvers consume. More...

#include <line/api/sn/sn_patience_handles.h>

Collaboration diagram for line::api::PatienceHandles< T >:

Public Member Functions
qsys::Patience< T >	as_patience () const
	This law as the Patience argument of the abandonment solvers.

Public Attributes
bool	present = false
	Whether the pair declares reneging at all; everything below is unset when false.
std::function< T(const T &)>	ccdf
	F^c(t) = P(patience > t).
std::function< T(const T &)>	pdf
	The patience density.
std::function< T(const T &)>	hazard
	The hazard rate h = f/(1-F).
T	mean = num_traits<T>::from_int(0)
	Mean patience.
bool	isExponential = false
	Whether the law is exponential, in which case the analysis is exact.
T	rate = num_traits<T>::from_int(0)
	The abandonment rate 1/mean.

Detailed Description

template<class T>
struct line::api::PatienceHandles< T >

The patience law of one station-class pair, in the forms the solvers consume.

Definition at line 43 of file sn_patience_handles.h.

Member Function Documentation

as_patience()

template<class T>

qsys::Patience< T > line::api::PatienceHandles< T >::as_patience ( ) const

inline

This law as the Patience argument of the abandonment solvers.

Definition at line 60 of file sn_patience_handles.h.

References line::qsys::Patience< T >::exponential(), hazard, line::qsys::Patience< T >::hazard(), isExponential, and rate.

Referenced by line::mva::solver_mva_qsys_analyzer().

Member Data Documentation

ccdf

template<class T>

std::function<T(const T&)> line::api::PatienceHandles< T >::ccdf

F^c(t) = P(patience > t).

Definition at line 47 of file sn_patience_handles.h.

Referenced by line::api::sn_patience_handles(), and line::fluid::solver_fluid_qsys().

hazard

template<class T>

std::function<T(const T&)> line::api::PatienceHandles< T >::hazard

The hazard rate h = f/(1-F).

Definition at line 51 of file sn_patience_handles.h.

Referenced by as_patience(), and line::api::sn_patience_handles().

isExponential

template<class T>

bool line::api::PatienceHandles< T >::isExponential = false

Whether the law is exponential, in which case the analysis is exact.

Definition at line 55 of file sn_patience_handles.h.

Referenced by as_patience(), line::mva::resolve_method(), line::api::sn_patience_handles(), and line::mva::solver_mva_qsys_analyzer().

mean

template<class T>

T line::api::PatienceHandles< T >::mean = num_traits<T>::from_int(0)

Mean patience.

Definition at line 53 of file sn_patience_handles.h.

Referenced by line::api::sn_patience_handles().

pdf

template<class T>

std::function<T(const T&)> line::api::PatienceHandles< T >::pdf

The patience density.

Definition at line 49 of file sn_patience_handles.h.

Referenced by line::api::sn_patience_handles(), and line::fluid::solver_fluid_qsys().

present

template<class T>

bool line::api::PatienceHandles< T >::present = false

Whether the pair declares reneging at all; everything below is unset when false.

Definition at line 45 of file sn_patience_handles.h.

Referenced by line::mva::resolve_method(), line::api::sn_patience_handles(), line::fluid::solver_fluid_qsys(), and line::mva::solver_mva_qsys_analyzer().

rate

template<class T>

T line::api::PatienceHandles< T >::rate = num_traits<T>::from_int(0)

The abandonment rate 1/mean.

Definition at line 57 of file sn_patience_handles.h.

Referenced by as_patience(), line::api::sn_patience_handles(), and line::mva::solver_mva_qsys_analyzer().

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The documentation for this struct was generated from the following file:

• include/line/api/sn/sn_patience_handles.h