The Rayleigh triggering kernel. More...

Inheritance diagram for RayleighKernel:

Public Member Functions
	RayleighKernel (double sigma)

virtual double	operator() (double t)

virtual double	Integral (double from, double to)

virtual double	Upper (double from, double duration)

Detailed Description

The Rayleigh triggering kernel.

The Rayleigh triggering kernel is defined as: \(\gamma(t,t_i) = \frac{t - t_i}{\sigma^2}e^{-(t - t_i)^2/(2\sigma^2)}\).

Definition at line 16 of file RayleighKernel.h.

Constructor & Destructor Documentation

RayleighKernel::RayleighKernel ( double sigma )

inline

Definition at line 26 of file RayleighKernel.h.

double RayleighKernel::Integral	(	double	from,
		double	to
	)

virtual

Integral of the triggering kernel.

Parameters

[in]	from	start time of the integral.
[in]	to	end time of the integral.

Definition at line 13 of file RayleighKernel.cc.

double RayleighKernel::operator() ( double t )

virtual

Get the value of the triggering kernel at time \(t\).

Parameters

[in] t a given time

Definition at line 8 of file RayleighKernel.cc.

double RayleighKernel::Upper	(	double	from,
		double	duration
	)

virtual

Upper bound of the triggering kernel in a given interval.

Parameters

from	start time of the interval.
duration	length of the interval.

Definition at line 18 of file RayleighKernel.cc.

The documentation for this class was generated from the following files: