	Name	Description
	Matrix(Int32, Int32)	Initializes a new instance with the specified dimensions.
	Matrix(Matrix, CopyContext)	Initializes a new instance as a copy of an existing instance.

	Name	Description
	ColumnDimension	Gets the number of columns in this matrix.
	IsFrozen	Gets a value indicating whether this object is frozen. A frozen object cannot be modified and an ObjectFrozenException will be thrown if an attempt is made to do so. (Inherited from DefinitionalObject.)
	Item	Gets or sets the value of the element at the given location.
	RowDimension	Gets the number of rows in this matrix.

	Name	Description
	Add(Matrix, Matrix)	Creates a Matrix which is the sum of the two given matrices. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	Add(Matrix, Matrix3By3)	Creates a Matrix which is the sum of the two given matrices.
	Add(Matrix, Matrix6By6)	Creates a Matrix which is the sum of the two given matrices.
	Add(Matrix3By3, Matrix)	Creates a Matrix which is the sum of the two given matrices.
	Add(Matrix6By6, Matrix)	Creates a Matrix which is the sum of the two given matrices.
	AddAssign	Sets the sum Matrix to equal the element-wise addition of the leftAddend and the rightAddend.
	CheckForSameDefinition(DefinitionalObject)	Checks to determine if another instance has the same definition as this instance and returns if it does. Derived classes MUST override this method and check all new fields introduced by the derived class for definitional equivalence. It is NOT necessary to check base class fields because the base class will already have done that. When overriding this method, you should NOT call the base implementation because it will return for all derived-class instances. Derived classes should check the type of other to preserve the symmetric nature of IsSameDefinition(Object). (Overrides DefinitionalObjectCheckForSameDefinition(DefinitionalObject).)
	CheckForSameDefinition(Matrix)	Checks to determine if another instance has the same definition as this instance and returns if it does. Derived classes MUST override this method and check all new fields introduced by the derived class for definitional equivalence. It is NOT necessary to check base class fields because the base class will already have done that. When overriding this method, you should NOT call the base implementation because it will return for all derived-class instances. Derived classes should check the type of other to preserve the symmetric nature of IsSameDefinition(Object).
	Clone	Clones this object using the specified context. (Inherited from DefinitionalObject.)
	ComputeCurrentDefinitionHashCode	Computes a hash code based on the current properties of this object. Derived classes MUST override this method and compute a hash code that combines: a unique hash code seed, the base implementation result, and the hash codes of all new fields introduced by the derived class which are used in the CheckForSameDefinition(DefinitionalObject) method. (Overrides DefinitionalObjectComputeCurrentDefinitionHashCode.)
	ElementDivide(Matrix, Matrix)	Creates a new Matrix which is the element-by-element division of the two given matrices. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	ElementDivide(Matrix, Matrix3By3)	Creates a new Matrix which is the element-by-element division of the two given matrices.
	ElementDivide(Matrix, Matrix6By6)	Creates a new Matrix which is the element-by-element division of the two given matrices.
	ElementDivide(Matrix3By3, Matrix)	Creates a new Matrix which is the element-by-element division of the two given matrices.
	ElementDivide(Matrix6By6, Matrix)	Creates a new Matrix which is the element-by-element division of the two given matrices.
	ElementDivideAssign	Sets the quotient Matrix to equal the element-wise division of the dividend divided by the divisor.
	ElementMultiply(Matrix, Matrix)	Creates a new Matrix which is the element-by-element multiplication of the two given matrices. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	ElementMultiply(Matrix, Matrix3By3)	Creates a new Matrix which is the element-by-element multiplication of the two given matrices.
	ElementMultiply(Matrix, Matrix6By6)	Creates a new Matrix which is the element-by-element multiplication of the two given matrices.
	ElementMultiply(Matrix3By3, Matrix)	Creates a new Matrix which is the element-by-element multiplication of the two given matrices.
	ElementMultiply(Matrix6By6, Matrix)	Creates a new Matrix which is the element-by-element multiplication of the two given matrices.
	ElementMultiplyAssign	Sets the product Matrix to equal the element-wise multiplication of the multiplicand times the multiplier.
	EnumerateDependencies	Enumerates the dependencies of this object by calling EnumerateT(T) for each object that this object directly depends upon. Derived classes which contain additional dependencies MUST override this method, call the base implementation, and enumerate dependencies introduced by the derived class. (Inherited from DefinitionalObject.)
	Equals(Object)	Determines whether the specified object is equal to the current object. (Inherited from Object.)
	Equals(Matrix, Matrix)	Indicates whether the two provided matrices hold the same data. The type of matrix is not examined, only their dimensions and the value of the elements at each index.
	EqualsEpsilon	Indicates whether each cell value of another instance of this type is within the required tolerance of the corresponding coordinate value of this instance.
	Finalize	Allows an object to try to free resources and perform other cleanup operations before it is reclaimed by garbage collection. (Inherited from Object.)
	Freeze	Freezes this object. Further attempts to modify it will result in an ObjectFrozenException. (Inherited from DefinitionalObject.)
	FreezeAggregatedObjects	Called by Freeze to also freeze any objects that are considered to be a part of this object. Derived classes which contain additional aggregated objects MUST override this method, call the base implementation, and freeze aggregated objects introduced by the derived class. The objects that need to be frozen in this method are frequently created in this object's constructor and are not settable via properties. (Inherited from DefinitionalObject.)
	GetDefinitionHashCode	Gets a hash code representing the definition of this object. (Inherited from DefinitionalObject.)
	GetFrozenCopy	Gets a frozen copy of this Matrix. If this matrix is already frozen it returns a reference to itself, otherwise it clones itself, freezes the clone, and returns that object.
	GetHashCode	Serves as the default hash function. (Inherited from Object.)
	GetMatrix(Int32, Int32)	Gets a new matrix with the values of the specified subset of this matrix.
	GetMatrix(Int32, Int32, Int32)	Gets a new matrix with the values of the specified subset of this matrix.
	GetMatrix(Int32, Int32, Int32)	Gets a new matrix with the values of the specified subset of this matrix.
	GetMatrix(Int32, Int32, Matrix)	Places the values of a subsection of this matrix into the given matrix. The destination matrix must match the dimensions of the requested submatrix.
	GetMatrix(Int32, Int32, Int32, Int32)	Gets a new matrix with the values of the specified subset of this matrix.
	GetMatrix(Int32, Int32, Int32, Matrix)	Places the values of a subsection of this matrix into the given matrix. The destination matrix must match the dimensions of the requested submatrix.
	GetMatrix(Int32, Int32, Int32, Matrix)	Places the values of a subsection of this matrix into the given matrix. The destination matrix must match the dimensions of the requested submatrix.
	GetMatrix(Int32, Int32, Int32, Int32, Matrix)	Places the values of a subsection of this matrix into the given matrix. The destination matrix must match the dimensions of the requested submatrix.
	GetType	Gets the Type of the current instance. (Inherited from Object.)
	IsSameDefinition	Determines if this object has the same definition as another object. (Inherited from DefinitionalObject.)
	MemberwiseClone	Creates a shallow copy of the current Object. (Inherited from Object.)
	Multiply(Double)	Creates a new Matrix which has the value of the current matrix multiplied by the given factor.
	Multiply(Matrix, Matrix)	Creates a Matrix which is the linear algebra multiplication of the two given matrices. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	Multiply(Matrix, Matrix3By3)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Multiply(Matrix, Matrix6By6)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Multiply(Matrix3By3, Matrix)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Multiply(Matrix6By6, Matrix)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	MultiplyAssign	Sets the product Matrix to equal the linear algebra multiplication of the multiplicand times the multiplier.
	SetMatrix(Int32, Int32, Matrix)	Sets the contents of a subset of this matrix to equal the values of the given origin matrix. The origin matrix must match the dimensions of the requested submatrix.
	SetMatrix(Int32, Int32, Int32, Matrix)	Sets the contents of a subset of this matrix to equal the values of the given origin matrix. The origin matrix must match the dimensions of the requested submatrix.
	SetMatrix(Int32, Int32, Int32, Matrix)	Sets the contents of a subset of this matrix to equal the values of the given origin matrix. The origin matrix must match the dimensions of the requested submatrix.
	SetMatrix(Int32, Int32, Int32, Int32, Matrix)	Sets the contents of a subset of this matrix to equal the values of the given origin matrix. The origin matrix must match the dimensions of the requested submatrix.
	SetMatrix(Int32, Int32, Matrix, Int32, Int32)	Sets the contents of a subset of this matrix to equal the values of the given origin matrix. The origin matrix must match the dimensions of the requested submatrix.
	Subtract(Matrix, Matrix)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	Subtract(Matrix, Matrix3By3)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	Subtract(Matrix, Matrix6By6)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	Subtract(Matrix3By3, Matrix)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	Subtract(Matrix6By6, Matrix)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	SubtractAssign	Sets the difference Matrix to equal the element-wise subtraction of the minuend by the subtrahend.
	ThrowIfFrozen	Throws ObjectFrozenException if this object IsFrozen. This method should be called from any method or property that modifies this object. (Inherited from DefinitionalObject.)
	ToString	Returns a string representation of the matrix. (Overrides ObjectToString.)
	Transpose	Creates a new Matrix which is the transpose of the current matrix.

	Name	Description
	Addition(Matrix, Matrix)	Creates a Matrix which is the sum of the two given matrices. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	Addition(Matrix, Matrix3By3)	Creates a Matrix which is the sum of the two given matrices.
	Addition(Matrix, Matrix6By6)	Creates a Matrix which is the sum of the two given matrices.
	Addition(Matrix3By3, Matrix)	Creates a Matrix which is the sum of the two given matrices.
	Addition(Matrix6By6, Matrix)	Creates a Matrix which is the sum of the two given matrices.
	Multiply(Double, Matrix)	Creates a new Matrix which has the value of the given matrix multiplied by the given factor.
	Multiply(Matrix, Matrix)	Creates a Matrix which is the linear algebra multiplication of the two given matrices. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	Multiply(Matrix, Matrix3By3)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Multiply(Matrix, Matrix6By6)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Multiply(Matrix, Double)	Creates a new Matrix which has the value of the given matrix multiplied by the given factor.
	Multiply(Matrix3By3, Matrix)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Multiply(Matrix6By6, Matrix)	Creates a Matrix which is the linear algebra multiplication of the two given matrices.
	Subtraction(Matrix, Matrix)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix. The most efficient operation to do this is chosen through double dispatch based on the concrete types of the given matrices.
	Subtraction(Matrix, Matrix3By3)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	Subtraction(Matrix, Matrix6By6)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	Subtraction(Matrix3By3, Matrix)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.
	Subtraction(Matrix6By6, Matrix)	Creates a Matrix whose elements have the values of the elements of the minuend matrix subtracted by the elements of the subtrahend matrix.

Matrix Class

Reference