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RODoubleMatrixInArray1DRowMajorRepresentation Class

Wraps a linear array to a read-only matrix. The array is in row-major order, i.e. the first elements of the linear array belong to the first row of the matrix (the column values change more quickly). The index of the linear array is calculated as index = column + row*NumberOfColumns. This representation is used for instance by C, C++, Mathematica, Pascal and Python.
Inheritance Hierarchy
SystemObject
  Altaxo.Calc.LinearAlgebraRODoubleMatrixInArray1DRowMajorRepresentation
    Altaxo.Calc.LinearAlgebraDoubleMatrixInArray1DRowMajorRepresentation

Namespace: Altaxo.Calc.LinearAlgebra
Assembly: AltaxoCore (in AltaxoCore.dll) Version: 4.8.3179.0 (4.8.3179.0)
Syntax
C#
public class RODoubleMatrixInArray1DRowMajorRepresentation : IROMatrix<double>

The RODoubleMatrixInArray1DRowMajorRepresentation type exposes the following members.

Constructors
 NameDescription
Public methodRODoubleMatrixInArray1DRowMajorRepresentation(Int32, Int32)Initializes a new instance of the RODoubleMatrixInArray1DRowMajorRepresentation class
Public methodRODoubleMatrixInArray1DRowMajorRepresentation(Double, Int32, Int32)Initializes a new instance of the RODoubleMatrixInArray1DRowMajorRepresentation class
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Properties
 NameDescription
Public propertyColumnCount 
Public propertyItem 
Public propertyRowCount 
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Methods
 NameDescription
Public methodEqualsDetermines whether the specified object is equal to the current object.
(Inherited from Object)
Protected methodFinalizeAllows an object to try to free resources and perform other cleanup operations before it is reclaimed by garbage collection.
(Inherited from Object)
Public methodGetHashCodeServes as the default hash function.
(Inherited from Object)
Public methodGetTypeGets the Type of the current instance.
(Inherited from Object)
Protected methodMemberwiseCloneCreates a shallow copy of the current Object.
(Inherited from Object)
Public methodToStringReturns a string that represents the current object.
(Inherited from Object)
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Fields
Extension Methods
 NameDescription
Public Extension MethodAny Determines whether any element of the provided matrix a fulfills the given predicate.
(Defined by MatrixMath)
Public Extension MethodCopyColumn Gets the column of a matrix copied into a vector.
(Defined by MatrixMath)
Public Extension MethodCopyColumn Gets the column of a matrix copied into a vector.
(Defined by MatrixMath)
Public Extension MethodCopyColumnDouble Copies one column of a source matrix into a destination matrix to a given row and column offset.
(Defined by MatrixMath)
Public Extension MethodCopyRow Gets the row of a matrix copied into a vector.
(Defined by MatrixMath)
Public Extension MethodCopyRow Gets the row of a matrix copied into a vector.
(Defined by MatrixMath)
Public Extension MethodMapIndexedDouble, T1
(Defined by MatrixMath)
Public Extension MethodMax Get the maximum value of all elements of the specified matrix a.
(Defined by MatrixMath)
Public Extension MethodMin Get the minimum value of all elements of the specified matrix a.
(Defined by MatrixMath)
Public Extension MethodNorm
(Defined by MatrixMath)
Public Extension MethodSubMatrixT Gets a new submatrix, i.e. a matrix containing selected elements of the original matrix a.
(Defined by MatrixMath)
Public Extension MethodSubMatrixT Gets a new submatrix, i.e. a matrix containing selected elements of the original matrix a.
(Defined by MatrixMath)
Public Extension MethodSubMatrixT Gets a new submatrix, i.e. a matrix containing selected elements of the original matrix a.
(Defined by MatrixMath)
Public Extension MethodSubMatrixT Gets a new submatrix, i.e. a matrix containing selected elements of the original matrix a.
(Defined by MatrixMath)
Public Extension MethodSubMatrixT Gets a new submatrix, i.e. a matrix containing selected elements of the original matrix a.
(Defined by MatrixMath)
Public Extension MethodSubMatrixT Gets a new submatrix, i.e. a matrix containing selected elements of the original matrix a.
(Defined by MatrixMath)
Public Extension MethodTrace Get the trace of square matrix a, i.e. the sum of diagonal elements.
(Defined by MatrixMath)
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See Also