SolvableMultivariableFunction.Evaluate Method (Double[], Int32, Boolean, ITrackCalculationProgress) |
Namespace:
AGI.Foundation.NumericalMethods
Assembly:
AGI.Foundation.Core (in AGI.Foundation.Core.dll) Version: 25.1.421.0 (25.1.421.0)
Syntaxpublic virtual MultivariableFunctionEvaluationAndDerivativeResults<SolvableMultivariableFunctionResults, SolvableMultivariableFunctionDerivativeResults> Evaluate(
double[] variables,
int order,
bool multithreaded,
ITrackCalculationProgress progressTracker
)
Public Overridable Function Evaluate (
variables As Double(),
order As Integer,
multithreaded As Boolean,
progressTracker As ITrackCalculationProgress
) As MultivariableFunctionEvaluationAndDerivativeResults(Of SolvableMultivariableFunctionResults, SolvableMultivariableFunctionDerivativeResults)
public:
virtual MultivariableFunctionEvaluationAndDerivativeResults<SolvableMultivariableFunctionResults^, SolvableMultivariableFunctionDerivativeResults^>^ Evaluate(
array<double>^ variables,
int order,
bool multithreaded,
ITrackCalculationProgress^ progressTracker
)
abstract Evaluate :
variables : float[] *
order : int *
multithreaded : bool *
progressTracker : ITrackCalculationProgress -> MultivariableFunctionEvaluationAndDerivativeResults<SolvableMultivariableFunctionResults, SolvableMultivariableFunctionDerivativeResults>
override Evaluate :
variables : float[] *
order : int *
multithreaded : bool *
progressTracker : ITrackCalculationProgress -> MultivariableFunctionEvaluationAndDerivativeResults<SolvableMultivariableFunctionResults, SolvableMultivariableFunctionDerivativeResults>
Parameters
- variables
- Type:System.Double[]
The values of the variables to evaluate at. - order
- Type: System.Int32
The highest order of the function that should be evaluated. By default, this can be 0 or 1. - multithreaded
- Type: System.Boolean
Should the evaluation be done using as many cores as possible. - progressTracker
- Type: AGI.Foundation.ITrackCalculationProgress
An optional progress tracker.
Return Value
Type:
MultivariableFunctionEvaluationAndDerivativeResults<SolvableMultivariableFunctionResults,
SolvableMultivariableFunctionDerivativeResults>The constraint values, Jacobian, and any other results.
See Also