JSci.maths.groups
Interface AbelianGroup.Member

All Superinterfaces:

Member, java.io.Serializable

All Known Subinterfaces:

Algebra.Member, BanachSpace.Member, CStarAlgebra.Member, Field.Member, HilbertSpace.Member, Module.Member, Polynomial, Ring.Member, VectorSpace.Member

All Known Implementing Classes:

AbstractComplexMatrix, AbstractComplexSquareMatrix, AbstractComplexVector, AbstractDoubleMatrix, AbstractDoubleSquareMatrix, AbstractDoubleVector, AbstractIntegerMatrix, AbstractIntegerSquareMatrix, AbstractIntegerVector, BraVector, Complex, Complex2Vector, Complex3Vector, ComplexDiagonalMatrix, ComplexExponential, ComplexFunction, ComplexMatrix, ComplexPolynomial, ComplexSquareMatrix, ComplexTridiagonalMatrix, ComplexVector, Constant, Cosine, CyclicGroup.Member, Double2Vector, Double3Vector, DoubleDiagonalMatrix, DoubleFileSquareMatrix, DoubleMatrix, DoubleSparseMatrix, DoubleSparseSquareMatrix, DoubleSparseVector, DoubleSquareMatrix, DoubleTridiagonalMatrix, DoubleVector, Evaluation, Exponential, Expression, Function, GammaMatrix, Hilb.LinearMap, Integer2Vector, Integer3Vector, IntegerDiagonalMatrix, IntegerMatrix, IntegerSquareMatrix, IntegerTridiagonalMatrix, IntegerVector, KetVector, MathDouble, MathInteger, MathVector, Matrix, Negative, Power, Power, Product, Quaternion, RealFunction, RealFunction2D, RealFunction3D, RealFunctionND, RealPolynomial, RingMatrix, Sine, Sum, Supernumber, Tangent, Variable

Enclosing interface:

AbelianGroup

public static interface AbelianGroup.Member
extends Member

This interface defines a member of an abelian group.

Method Summary

AbelianGroup.Member	add(AbelianGroup.Member g) The group composition law.
AbelianGroup.Member	negate() Returns the inverse member.
AbelianGroup.Member	subtract(AbelianGroup.Member g) The group composition law with inverse.

Methods inherited from interface JSci.maths.Member

getSet

Method Detail

add

AbelianGroup.Member add(AbelianGroup.Member g)

The group composition law.

Parameters:

g - a group member

negate

AbelianGroup.Member negate()

Returns the inverse member.

subtract

AbelianGroup.Member subtract(AbelianGroup.Member g)

The group composition law with inverse.

Parameters:

g - a group member