Auxiliary for use as a delegate parameter
Syntax
C# |
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public static void e04nfu( int n, int jthcol, double[,] h, double[] x, double[] hx, E04..::..e04nfOptions options ) |
Visual Basic |
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Public Shared Sub e04nfu ( _ n As Integer, _ jthcol As Integer, _ h As Double(,), _ x As Double(), _ hx As Double(), _ options As E04..::..e04nfOptions _ ) |
Visual C++ |
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public: static void e04nfu( int n, int jthcol, array<double,2>^ h, array<double>^ x, array<double>^ hx, E04..::..e04nfOptions^ options ) |
F# |
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static member e04nfu : n : int * jthcol : int * h : float[,] * x : float[] * hx : float[] * options : E04..::..e04nfOptions -> unit |
Parameters
- n
- Type: System..::..Int32On entry: the number of variables.
- jthcol
- Type: System..::..Int32On entry: specifies whether or not the vector is a column of the identity matrix.
- The vector is the th column of the identity matrix, and hence or is the th column of or , respectively, which may in some cases require very little computation and _qphess may be coded to take advantage of this. However special code is not necessary because is always stored explicitly in the array x.
- has no special form.
- h
- Type: array<System..::..Double,2>[,](,)[,][,]An array of size [dim1, dim2]Note: dim1 must satisfy the constraint:
- x
- Type: array<System..::..Double>[]()[][]An array of size [n]On entry: must be set to a guess at the th component of the position of the minimum, for . The method checks the gradient and the Hessian matrix at the starting point, and is more likely to detect any error in your programming if the initial are nonzero and mutually distinct.On exit: the lowest point found during the calculations. Thus, if on exit, is the th component of the position of the minimum.
- hx
- Type: array<System..::..Double>[]()[][]An array of size [n]
- options
- Type: NagLibrary..::..E04..::..e04nfOptionsAn Object of type E04.e04nfuOptions. Used to configure optional parameters to this method.
Description
Auxiliary for use as a delegate parameter
References
None.
Error Indicators and Warnings
Accuracy
Not applicable.
Further Comments
None.
Example
None.