| JSci.maths.fields.Ring
All known Subclasses: JSci.maths.polynomials.RealPolynomialRing, JSci.maths.polynomials.ComplexPolynomialRing, JSci.maths.analysis.RealFunctionND, JSci.maths.MathInteger, JSci.maths.fields.IntegerRing, JSci.maths.analysis.ComplexFunction, JSci.maths.matrices.DoubleMatrixAlgebra, JSci.maths.Supernumber, JSci.maths.analysis.RealFunction, JSci.maths.matrices.IntegerMatrixAlgebra, JSci.maths.analysis.RealFunction2D,
Ring | public interface Ring extends AbelianGroup(Code) | | This interface defines a ring.
version: 1.0 author: Mark Hale |
Method Summary | |
boolean | isOne(Member r) Returns true if the member is the unit element. | Member | one() Returns the unit element. |
isOne | boolean isOne(Member r)(Code) | | Returns true if the member is the unit element.
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one | Member one()(Code) | | Returns the unit element.
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