de.lmu.ifi.dbs.elki.math.linearalgebra
Interface MatrixLike<M extends MatrixLike<M>>

All Superinterfaces:

Cloneable

All Known Implementing Classes:

Centroid, Matrix, ProjectedCentroid, Vector

public interface MatrixLike<M extends MatrixLike<M>>
extends Cloneable

Common Interface for Matrix and Vector objects, where M is the actual type. The type M guarantees type safety for many operations.

Method Summary

Object	clone() Clone the Matrix object.
M	copy() Make a deep copy of a matrix.
double	get(int i, int j) Get a single element.
int	getColumnDimensionality() Returns the dimensionality of the columns of this matrix.
Vector	getColumnVector(int i) Returns the ith column of this matrix as vector.
int	getRowDimensionality() Returns the dimensionality of the rows of this matrix.
M	increment(int i, int j, double s) Increments a single element.
M	minus(M B) C = A - B
M	minusEquals(M B) A = A - B
M	minusTimes(M B, double s) C = A - s*B
M	minusTimesEquals(M B, double s) C = A - s*B
M	plus(M B) C = A + B
M	plusEquals(M B) A = A + B
M	plusTimes(M B, double s) C = A + s*B
M	plusTimesEquals(M B, double s) C = A + s*B
M	set(int i, int j, double s) Set a single element.
M	times(double s) Multiply a matrix by a scalar, C = s*A
M	timesEquals(double s) Multiply a matrix by a scalar in place, A = s*A
Matrix	transpose() Matrix transpose.

Method Detail

copy

M copy()

Make a deep copy of a matrix.

Returns:

a new matrix containing the same values as this matrix

clone

Object clone()

Clone the Matrix object.

getRowDimensionality

int getRowDimensionality()

Returns the dimensionality of the rows of this matrix.

Returns:

m, the number of rows.

getColumnDimensionality

int getColumnDimensionality()

Returns the dimensionality of the columns of this matrix.

Returns:

n, the number of columns.

get

double get(int i,
           int j)

Get a single element.

Parameters:

i - Row index.

j - Column index.

Returns:

A(i,j)

Throws:

ArrayIndexOutOfBoundsException - on bounds error

set

M set(int i,
      int j,
      double s)

Set a single element.

Parameters:

i - Row index.

j - Column index.

s - A(i,j).

Throws:

ArrayIndexOutOfBoundsException - on bounds error

increment

M increment(int i,
            int j,
            double s)

Increments a single element.

Parameters:

i - the row index

j - the column index

s - the increment value: A(i,j) = A(i.j) + s.

Throws:

ArrayIndexOutOfBoundsException - on bounds error

getColumnVector

Vector getColumnVector(int i)

Returns the ith column of this matrix as vector.

Parameters:

i - the index of the column to be returned

Returns:

the ith column of this matrix

transpose

Matrix transpose()

Matrix transpose.

Returns:

A^T

plus

M plus(M B)

C = A + B

Parameters:

B - another matrix

Returns:

A + B in a new Matrix

plusTimes

M plusTimes(M B,
            double s)

C = A + s*B

Parameters:

B - another matrix

s - scalar

Returns:

A + s*B in a new Matrix

plusEquals

M plusEquals(M B)

A = A + B

Parameters:

B - another matrix

Returns:

A + B in this Matrix

plusTimesEquals

M plusTimesEquals(M B,
                  double s)

C = A + s*B

Parameters:

B - another matrix

s - scalar

Returns:

A + s*B in this Matrix

minus

M minus(M B)

C = A - B

Parameters:

B - another matrix

Returns:

A - B in a new Matrix

minusTimes

M minusTimes(M B,
             double s)

C = A - s*B

Parameters:

B - another matrix

s - Scalar

Returns:

A - s*B in a new Matrix

minusEquals

M minusEquals(M B)

A = A - B

Parameters:

B - another matrix

Returns:

A - B in this Matrix

minusTimesEquals

M minusTimesEquals(M B,
                   double s)

C = A - s*B

Parameters:

B - another matrix

s - Scalar

Returns:

A - s*B in a new Matrix

times

M times(double s)

Multiply a matrix by a scalar, C = s*A

Parameters:

s - scalar

Returns:

s*A

timesEquals

M timesEquals(double s)

Multiply a matrix by a scalar in place, A = s*A

Parameters:

s - scalar

Returns:

replace A by s*A