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    Class LineSearch

    This line search algorithm is algorithm 3.5/3.6 from Nocedal and Wright (Second edition, 2006). It provides a step length that satisfies the strong Wolfe conditions.

    Inheritance
    Object
    LineSearch
    Inherited Members
    Object.Equals(Object)
    Object.Equals(Object, Object)
    Object.GetHashCode()
    Object.GetType()
    Object.MemberwiseClone()
    Object.ReferenceEquals(Object, Object)
    Object.ToString()
    Namespace: Microsoft.ML.Probabilistic.Math
    Assembly: Microsoft.ML.Probabilistic.dll
    Syntax
    public class LineSearch

    Properties

    ExtrapolationMultiplier

    Multiplier for the extrapolation

    Declaration
    public double ExtrapolationMultiplier { get; set; }
    Property Value
    Type Description
    Double

    InterpolationTolerance

    When performing interpolation this is the minimum fraction of the range by which the interpolant must be from one of the two end points

    Declaration
    public double InterpolationTolerance { get; set; }
    Property Value
    Type Description
    Double

    MaximumZoomIterations

    Maximum number of iterations for the zoom method

    Declaration
    public int MaximumZoomIterations { get; set; }
    Property Value
    Type Description
    Int32

    Phi

    Line search evaluation function

    Declaration
    public LineSearchEval Phi { get; set; }
    Property Value
    Type Description
    LineSearchEval

    Methods

    Run(Double, Double, Double, Double)

    Main execution method for line search

    Declaration
    public double Run(double initialStep, double maxStep, double phi0, double dPhi0)
    Parameters
    Type Name Description
    Double initialStep
    Double maxStep
    Double phi0
    Double dPhi0
    Returns
    Type Description
    Double

    Step satisfying Wolfe conditions

    SetWolfeConstants(Double, Double)

    Set Wolfe conditions

    Declaration
    public void SetWolfeConstants(double c1, double c2)
    Parameters
    Type Name Description
    Double c1

    Sufficient decrease condition

    Double c2

    Curvature condition

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