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Skip Navigation LinksHome»Documentation»Reference»Extreme.Mathematics.Calculus

Extreme.Mathematics.Calculus Namespace

Extreme Optimization Numerical Libraries for .NET Professional
The Extreme.Mathematics.Calculus namespace contains classes for the numerical integration and differentiation of functions.
Classes

  ClassDescription
Public classAdaptiveIntegrator
Represents a numerical integrator that uses an adaptive algorithm based on a Gauss-Kronrod integration rule.
Public classAdaptiveIntegrator2D
Represents a numerical integrator that uses an adaptive algorithm.
Public classAdaptiveIntegratorND
Represents a numerical integrator that integrates over multiple dimensions using an adaptive algorithm.
Public classDoubleExponentialIntegrator
Represents a numerical integrator that uses double exponential integration.
Public classIntegrationRule
Represents a method to compute an approximation to an integral together with an estimate of the error.
Public classLeftPointIntegrator
Represents a numerical integrator that uses the left point rule.
Public classMidpointIntegrator
Represents a numerical integrator that uses the mid-point rule.
Public classNonAdaptiveGaussKronrodIntegrator
Represents a numerical integrator that uses a non-adaptive 87-point Gauss-Kronrod rule.
Public classNumericalIntegrator
Serves as an abstract base class for classes that represent an implementation of a numerical integration algorithm.
Public classNumericalIntegrator2D
Performs numerical integration in 2 dimensions.
Public classNumericalIntegratorND
Performs numerical integration in 2 dimensions.
Public classRepeated1DIntegrator2D
Represents a numerical integrator that uses an adaptive algorithm.
Public classRightPointIntegrator
Represents a numerical integrator that uses the right-point rule.
Public classRombergIntegrator
Represents a numerical integrator that uses Romberg's method.
Public classSimpsonIntegrator
Represents a numerical integrator that uses Simpson's rule.
Public classTrapezoidIntegrator
Represents a numerical integrator that uses the trapezoid rule.
Structures

  StructureDescription
Public structureIntegrationRuleResult
Represents the result of evaulating an IntegrationRule.
Enumerations

  EnumerationDescription
Public enumerationAdaptiveIntegrator2DRule
Enumerates the integration rules available for two-dimensional numerical integration.
Public enumerationAdaptiveIntegrator3DRule
Enumerates the integration rules available for three-dimensional numerical integration.
Public enumerationAdaptiveIntegratorNDRule
Enumerates the integration rules available for three-dimensional numerical integration.
Public enumerationDifferencesDirection
Enumerates the possible values that specify the interval to be used in numerical differentiation.
Public enumerationRepeated1DIntegratorDirection
Enumerates over which direction repeated integration should integrate first.

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