Create an empty (2x3) 2D rotation matrix

Create a 2D rotation matrix

Inplace And operation with src2

The pinned GCHandle to _array;

Inplace compute the elementwise maximum value with val

Inplace elementwise maximize the current Array with src2

Inplace compute the elementwise minimum value

Inplace elementwise minimize the current Array with src2

Inplace multiply elements of the Array by scale

Inplace elementwise multiply the current Array with src2

Inplace compute the complement for all Array Elements

Inplace Or operation with src2

A pointer to the unmanaged object

Elementwise add another matrix with the current matrix

Elementwise add a color val to the current matrix

Allocate data for the array

Get or Set an Array of bytes that represent the data in this array

Make a copy of this matrix

This function compare the current matrix with mat2 and returns the comparison mask

The number of cols for this array

Concate the current matrix with another matrix horizontally. If this matrix is n x m1 and otherMatrix is n x m2, the resulting matrix is n x (m1 + m2).

Concate the current matrix with another matrix vertically. If this matrix is n1 x m and otherMatrix is n2 x m, the resulting matrix is (n1+n2) x m.

Copy the current array to dest

Return a matrix of the same size with all elements equals 0

Get or Set the data for this matrix

A function used for runtime deserailization of the object

The function cvDet returns determinant of the square matrix

The dispose function that implements IDisposable interface

Release the all the memory associate with this object

Release the matrix and all the memory associate with it

Calculates and returns the Euclidean dot product of two arrays. src1 dot src2 = sumI(src1(I)*src2(I))

Return true if every element of this matrix equals elements in mat2

Determines whether the specified Object is equal to the current Object.

Determine if the size (width and height) of this Array equals the size of src2

Destructor

Get the specific column of the matrix

Get the Matrix, corresponding to a specified column span of the input array

Serves as a hash function for a particular type.

A function used for runtime serilization of the object

Get the specific row of the matrix

Return the matrix corresponding to a specified row span of the input array

Get the xml schema

Get a submatrix corresponding to a specified rectangle

Gets the Type of the current instance.

The Height (Number of columns) of the Matrix

Get or Set the value in the specific row and col

Get the underneath managed array

The MCvMat structure format

Creates a shallow copy of the current Object.

Returns the min / max locations and values for the matrix

Multiply the current matrix with scale

Multiply the current matrix with mat2

The norm of this Array

The pointer to the internal structure

Function to call when deserializing this object from XML

Reduces matrix to a vector by treating the matrix rows/columns as a set of 1D vectors and performing the specified operation on the vectors until a single row/column is obtained.

Return the matrix without a specified column span of the input array

Return the matrix without a specified row span of the input array

The number of rows for this array

Get or set the Compression Ratio for serialization. A number between 0 - 9. 0 means no compression at all, while 9 means best compression

Initializs scaled identity matrix

Initialize the identity matrix

Inplace fills Array with normally distributed random numbers

Inplace fills Array with normally distributed random numbers

Inplace fills Array with uniformly distributed random numbers

Inplace fills Array with uniformly distributed random numbers

Set the values of the rotation matrix

Set the element of the Array to val

Set the element of the Array to val

Set the element of the Array to val, using the specific mask

Set the element of the Array to val, using the specific mask

Elementwise substract another matrix from the current matrix

Elementwise substract a color val to the current matrix

result = val - this

Return the sum of the elements in this matrix

Returns a String that represents the current Object.

sum of diagonal elements of the matrix

Returns the transpose of this matrix

The Width (Number of rows) of the Matrix

Function to call when serializing this object to XML