NumericalIntegrator<T>.Integrate Method

public T Integrate()

Public Function Integrate As T

public:
T Integrate()

member Integrate : unit -> 'T 

Return Value

This method performs the actual numerical integration using the Integrand and integration interval specified by the LowerBound and UpperBound properties. After this method returns, inspect the Status property to verify that the algorithm terminated normally.

public T Integrate(
	ParallelOptions parallelOptions
)

Public Function Integrate ( 
	parallelOptions As ParallelOptions
) As T

public:
T Integrate(
	ParallelOptions^ parallelOptions
)

member Integrate : 
        parallelOptions : ParallelOptions -> 'T 

Parameters

parallelOptions  ParallelOptions

 

Return Value

This method performs the actual numerical integration using the Integrand and integration interval specified by the LowerBound and UpperBound properties. After this method returns, inspect the Status property to verify that the algorithm terminated normally.

public T Integrate(
	T lowerBound,
	T upperBound
)

Public Function Integrate ( 
	lowerBound As T,
	upperBound As T
) As T

public:
T Integrate(
	T lowerBound, 
	T upperBound
)

member Integrate : 
        lowerBound : 'T * 
        upperBound : 'T -> 'T 

Parameters

lowerBound  T

The lower limit of the integration interval.

upperBound  T

The upper limit of the integration interval.

Return Value

This method performs the actual numerical integration. After this method returns, inspect the Status property to verify that the algorithm terminated normally.

public T Integrate(
	Func<T, T> integrand,
	T lowerBound,
	T upperBound
)

Public Function Integrate ( 
	integrand As Func(Of T, T),
	lowerBound As T,
	upperBound As T
) As T

public:
T Integrate(
	Func<T, T>^ integrand, 
	T lowerBound, 
	T upperBound
)

member Integrate : 
        integrand : Func<'T, 'T> * 
        lowerBound : 'T * 
        upperBound : 'T -> 'T 

Parameters

integrand  Func<T, T>

A delegate that represents a function of one variable that specifies the function to integrate.

lowerBound  T

The lower limit of the integration interval.

upperBound  T

The upper limit of the integration interval.

Return Value

This method performs the actual numerical integration. After this method returns, inspect the Status property to verify that the algorithm terminated normally.

public T Integrate(
	T lowerBound,
	T upperBound,
	ParallelOptions parallelOptions
)

Public Function Integrate ( 
	lowerBound As T,
	upperBound As T,
	parallelOptions As ParallelOptions
) As T

public:
T Integrate(
	T lowerBound, 
	T upperBound, 
	ParallelOptions^ parallelOptions
)

member Integrate : 
        lowerBound : 'T * 
        upperBound : 'T * 
        parallelOptions : ParallelOptions -> 'T 

Parameters

lowerBound  T

The lower limit of the integration interval.

upperBound  T

The upper limit of the integration interval.

parallelOptions  ParallelOptions

The configuration for the parallel behavior of the integration.

Return Value

This method performs the actual numerical integration. After this method returns, inspect the Status property to verify that the algorithm terminated normally.

public T Integrate(
	Func<T, T> integrand,
	T lowerBound,
	T upperBound,
	ParallelOptions parallelOptions
)

Public Function Integrate ( 
	integrand As Func(Of T, T),
	lowerBound As T,
	upperBound As T,
	parallelOptions As ParallelOptions
) As T

public:
T Integrate(
	Func<T, T>^ integrand, 
	T lowerBound, 
	T upperBound, 
	ParallelOptions^ parallelOptions
)

member Integrate : 
        integrand : Func<'T, 'T> * 
        lowerBound : 'T * 
        upperBound : 'T * 
        parallelOptions : ParallelOptions -> 'T 

Parameters

integrand  Func<T, T>

A delegate that represents a function of one variable that specifies the function to integrate.

lowerBound  T

The lower limit of the integration interval.

upperBound  T

The upper limit of the integration interval.

parallelOptions  ParallelOptions

The configuration for the parallel behavior of the integration.

Return Value

This method performs the actual numerical integration. After this method returns, inspect the Status property to verify that the algorithm terminated normally.

Reference