org.jscience.mathematics.vector

Class ComplexVector

java.lang.Object

org.jscience.mathematics.vector.Vector<Complex>

org.jscience.mathematics.vector.ComplexVector

All Implemented Interfaces:

javolution.lang.Immutable, javolution.lang.Realtime, javolution.lang.ValueType, GroupAdditive<Vector<Complex>>, Structure<Vector<Complex>>, VectorSpace<Vector<Complex>,Complex>, VectorSpaceNormed<Vector<Complex>,Complex>

public final class ComplexVector
extends Vector<Complex>
implements VectorSpaceNormed<Vector<Complex>,Complex>

This class represents an optimized vector implementation for complex numbers elements.

Version:

3.3, January 2, 2007

Author:

Jean-Marie Dautelle

Method Summary

Modifier and Type	Method and Description
ComplexVector	copy() Returns a copy of this vector allocated by the calling thread (possibly on the stack).
Complex	get(int i) Returns a single element from this vector.
int	getDimension() Returns the number of elements held by this vector.
double	getImaginary(int i) Returns the imaginary value of a complex number from this vector (fast).
double	getReal(int i) Returns the real value of a complex number from this vector (fast).
ComplexVector	minus(Vector<Complex> that) Returns the difference between this vector and the one specified.
Complex	norm() Returns the Euclidian norm of this vector (square root of the dot product of this vector and itself).
ComplexVector	opposite() Returns the negation of this vector.
ComplexVector	plus(Vector<Complex> that) Returns the sum of this vector with the one specified.
ComplexVector	times(Complex k) Returns the product of this vector with the specified coefficient.
Complex	times(Vector<Complex> that) Returns the dot product of this vector with the one specified.
static ComplexVector	valueOf(Complex... elements) Returns a new vector holding the specified complex numbers.
static ComplexVector	valueOf(List<Complex> elements) Returns a new vector holding the elements from the specified collection.
static ComplexVector	valueOf(Vector<Complex> that) Returns a ComplexVector instance equivalent to the specified vector.

Methods inherited from class org.jscience.mathematics.vector.Vector

cross, equals, equals, hashCode, toString, toText

Methods inherited from class java.lang.Object

getClass, notify, notifyAll, wait, wait, wait

Method Detail

valueOf

public static ComplexVector valueOf(Complex... elements)

Returns a new vector holding the specified complex numbers.

Parameters:

elements - the complex numbers elements.

Returns:

the vector having the specified complex numbers.

valueOf

public static ComplexVector valueOf(List<Complex> elements)

Returns a new vector holding the elements from the specified collection.

Parameters:

elements - the collection of floating-points numbers.

Returns:

the vector having the specified elements.

valueOf

public static ComplexVector valueOf(Vector<Complex> that)

Returns a ComplexVector instance equivalent to the specified vector.

Parameters:

that - the vector to convert.

Returns:

that or new equivalent ComplexVector.

getReal

public double getReal(int i)

Returns the real value of a complex number from this vector (fast).

Parameters:

i - the complex number index.

Returns:

the real value of complex at i.

Throws:

IndexOutOfBoundsException - (i < 0) || (i >= dimension())

getImaginary

public double getImaginary(int i)

Returns the imaginary value of a complex number from this vector (fast).

Parameters:

i - the complex number index.

Returns:

the real value of complex at i.

Throws:

IndexOutOfBoundsException - (i < 0) || (i >= dimension())

norm

public Complex norm()

Returns the Euclidian norm of this vector (square root of the dot product of this vector and itself).

Specified by:

norm in interface VectorSpaceNormed<Vector<Complex>,Complex>

Returns:

sqrt(this · this).

See Also:

Wikipedia: Vector Norm

getDimension

public int getDimension()

Description copied from class: Vector

Returns the number of elements held by this vector.

Specified by:

getDimension in class Vector<Complex>

Returns:

this vector dimension.

get

public Complex get(int i)

Description copied from class: Vector

Returns a single element from this vector.

Specified by:

get in class Vector<Complex>

Parameters:

i - the element index (range [0..n[).

Returns:

the element at i.

opposite

public ComplexVector opposite()

Description copied from class: Vector

Returns the negation of this vector.

Specified by:

opposite in interface GroupAdditive<Vector<Complex>>

Specified by:

opposite in class Vector<Complex>

Returns:

-this.

plus

public ComplexVector plus(Vector<Complex> that)

Description copied from class: Vector

Returns the sum of this vector with the one specified.

Specified by:

plus in interface GroupAdditive<Vector<Complex>>

Specified by:

plus in class Vector<Complex>

Parameters:

that - the vector to be added.

Returns:

this + that.

minus

public ComplexVector minus(Vector<Complex> that)

Description copied from class: Vector

Returns the difference between this vector and the one specified.

Overrides:

minus in class Vector<Complex>

Parameters:

that - the vector to be subtracted.

Returns:

this - that.

times

public ComplexVector times(Complex k)

Description copied from class: Vector

Returns the product of this vector with the specified coefficient.

Specified by:

times in interface VectorSpace<Vector<Complex>,Complex>

Specified by:

times in class Vector<Complex>

Parameters:

k - the coefficient multiplier.

Returns:

this · k

times

public Complex times(Vector<Complex> that)

Description copied from class: Vector

Returns the dot product of this vector with the one specified.

Specified by:

times in class Vector<Complex>

Parameters:

that - the vector multiplier.

Returns:

this · that

See Also:

Wikipedia: Dot Product

copy

public ComplexVector copy()

Description copied from class: Vector

Returns a copy of this vector allocated by the calling thread (possibly on the stack).

Specified by:

copy in interface javolution.lang.ValueType

Specified by:

copy in class Vector<Complex>

Returns:

an identical and independant copy of this matrix.