| Class | Description |
|---|---|
| AdaptativeGaussHermiteQuadrature |
The AdaptativeGaussHermiteQuadrature class implements the adaptative algorithm, i.e.
|
| CompositeSimpsonRule |
This class implements the Composite Simpson's rule.
|
| GaussHermiteQuadrature |
The GaussHermiteQuadrature class provides the x values and their weights for numerical integration.
|
| GaussLegendreQuadrature |
The GaussLegendreQuadrature class implements a numerical integration method based
on Legendre polynomials.
|
| GaussQuadrature |
The GaussQuadrature class is the basic class for all the Gaussian quadrature
methods, such as the Gauss-Hermite and the Gauss-Legendre quadrature.
|
| LaplacianApproximation |
The LaplacianApproximation class implements the Laplace approximation for integrals.
|
| NumericalIntegrationMethod |
The NumericalIntegrationMethod class is the basic class for all numerical integration, such as
Gauss quadrature, trapezoidal rule, Simpson's composite rule, etc...
|
| QuadratureNode |
This class represents the implementation of a Gaussian Quadrature Node.
|
| TrapezoidalRule |
The TrapezoidalRule class implements the trapezoidal rule integration method.
|
| Enum | Description |
|---|---|
| GaussQuadrature.NumberOfPoints |
The enum NumberOfPoints defines the number of quadrature points.
|