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#Agi.foundation.numericalmethods.advanced Classes and Interfaces - 60 results found.
NameDescriptionTypePackageFramework
AdaptiveNumericalIntegratorBase class for all NumericalIntegrator objects who can use error information produced during integration to adapt the size of the step in order to adjust the amount ofClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
BehaviorWhenOnThresholdenum BehaviorWhenOnThresholdIndicates the behavior of a function explorer such as JulianDateFunctionExplorerClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
BracketTowardDefines the behavior of a root finder such as BrentFindRoot when a sampled function value exactly equals zero and the root finder's ConvergenceCriteriaClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
BrentFindExtremumLocates a local extremum (minimum or maximum) of a function using the Brent algorithm.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
BrentFindRootLocates the root of a function using the Van Wijngaarden, Dekker, Brent algorithm.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
BrentSolutionTypeenum BrentSolutionTypeIndicates on which side of zero a solution must be found.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
ConvergenceCriteriaenum ConvergenceCriteriaSpecifies the criteria to be used in determining convergence.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DependentVariableDerivativesDefines a set of first order differential equations used by a NumericalIntegrator to advance a set of dependent variables over an independent variable step.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DependentVariableDifferentialEquationAn adapter for an OrdinaryDifferentialEquationSystem for use with a NumericalIntegrator.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionCollectionA collection of functions to be explored by DoubleFunctionExplorer.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionExplorerProgressContains additional information reported to ITrackCalculationProgress.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionExtremumFoundA finding by DoubleFunctionExplorer that a function has a local extremum at a specific Variable.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionExtremumIndicatedA finding by DoubleFunctionExplorer that a function has a local extremum indicated by three samples.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionFindingThe base class for findings of the DoubleFunctionExplorer, such as a threshold crossing or an extremum.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionThresholdCollectionA collection of function thresholds.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionThresholdCrossingFoundA finding by DoubleFunctionExplorer that a function crossed a threshold at a specific Variable.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DoubleFunctionThresholdCrossingIndicatedA finding by DoubleFunctionExplorer that a threshold crossing is indicated somewhere between two Variables, because the function values are on opposite sides of theClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionCollectionA collection of functions to be explored by DurationFunctionExplorer.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionExplorerProgressContains additional information reported to ITrackCalculationProgress.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionExtremumFoundA finding by DurationFunctionExplorer that a function has a local extremum at a specific duration.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionExtremumIndicatedA finding by DurationFunctionExplorer that a function has a local extremum indicated by three samples.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionFindingThe base class for findings of the DurationFunctionExplorer, such as a threshold crossing or an extremum.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionThresholdCollectionA collection of function thresholds.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionThresholdCrossingFoundA finding by DurationFunctionExplorer that a function crossed a threshold at a specific duration.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
DurationFunctionThresholdCrossingIndicatedA finding by DurationFunctionExplorer that a threshold crossing is indicated somewhere between two durations, because the function values are on opposite sides of theClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
ExtremumKindEnumerates possible extremum types.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
HermitePolynomialApproximationA technique for polynomial interpolation and extrapolation using a general form of Hermite's algorithm that is valid for any input order.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
IDoubleFunctionSamplerAn interface to an object that controls how a function of a double is sampled.Interfaceagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
IDurationFunctionSamplerAn interface to an object that controls how a function of a Duration is sampled.Interfaceagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
IJulianDateFunctionSamplerAn interface to an object that controls how a function of a JulianDate is sampled.Interfaceagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
InterpolationAlgorithmA type containing an algorithm that can interpolate the value of a function for a new independent variable value from a list of known values of the function at different independent variable values.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
IPartialDifferentiableClasses that implement this interface represent values which have partial derivatives associated with them, and contain the method IPartialDifferentiable.Interfaceagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionCollectionA collection of functions to be explored by JulianDateFunctionExplorer.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionExplorerProgressContains additional information reported to ITrackCalculationProgress.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionExtremumFoundA finding by JulianDateFunctionExplorer that a function has a local extremum at a specific date.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionExtremumIndicatedA finding by JulianDateFunctionExplorer that a function has a local extremum indicated by three samples.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionFindingThe base class for findings of the JulianDateFunctionExplorer, such as a threshold crossing or an extremum.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionThresholdCollectionA collection of function thresholds.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionThresholdCrossingFoundA finding by JulianDateFunctionExplorer that a function crossed a threshold at a specific date.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
JulianDateFunctionThresholdCrossingIndicatedA finding by JulianDateFunctionExplorer that a threshold crossing is indicated somewhere between two dates, because the function values are on opposite sides of theClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
LagrangeOrbitVariationOfParametersUses variation of parameters (VOP) with a two-body propagator to interpolate orbital positions.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
LagrangePolynomialApproximationA technique for polynomial interpolation and extrapolation using Lagrange's algorithm.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
LinearApproximationA technique for Linear Interpolation.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
MultipleStepIntegratorClassagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
MultivariableFunctionSolverWarningWhen a MultivariableFunctionSolver for some reason doesn't succeed or encounters another issue that is not critical enough to throw an RuntimeException, one of these warning objects can be created Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
MultivariableFunctionWarningA warning for when a SolvableMultivariableFunction being run in a MultivariableFunctionSolver encounters a problem due to a solver nested in the Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
NewtonFindRootLocates the root of a function using the Newton-Raphson method.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
NewtonRootTypeIndicates the type of Root (get) held by a NewtonFindRoot.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
OrdinaryDifferentialEquationFunctionA multivariate, vector function representing a set of ordinary differential equations.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
OrdinaryDifferentialEquationSystemDescribes a system of ordinary differential equations.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
PartialDerivativesEvaluatorAn interface for an evaluator that takes a JulianDate, order, and list of inputs and returns the partial derivatives of itself with respect to those inputs.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
PartialDerivativesFixedAn object with fixed partial derivatives.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
PartialDerivativesSumAn IPartialDifferentiable which produces an evaluator which calculates the resulting partial derivative from a summation of a list of additional IPartialDifferentiable.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
RealPolynomialRepresents a polynomial function of one variable with only real coefficients.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
RungeKuttaAdaptiveStepIntegratorDefines a Runge-Kutta integrator which can adapt the size of its steps based on the integration error.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
RungeKuttaAlgorithmThe basic Runge-Kutta integration algorithm used by the integrators, it's Butcher Tableau, and the derivative information computed during integration.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
RungeKuttaFixedStepIntegratorDefines a Runge-Kutta integrator with a fixed step size.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
SolvableMultivariableFunctionOperationsA set of common methods for using a SolvableMultivariableFunction.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
ThresholdCrossingSolutionTypeenum ThresholdCrossingSolutionTypeIndicates on which side of threshold crossing a solution must be found.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )
TimeIntervalFinderProgressContains additional information reported to ITrackCalculationProgress.Classagi.foundation.numericalmethods.advancedAGI ( Analytical Graphics )