Package org.meeuw.math.abstractalgebra
Interface RingElement<E extends RingElement<E>>
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- All Superinterfaces:
AdditiveGroupElement<E>,AdditiveMonoidElement<E>,AdditiveSemiGroupElement<E>,AlgebraicElement<E>,MultiplicativeSemiGroupElement<E>,RngElement<E>
- All Known Subinterfaces:
CompleteFieldElement<E>,DivisionRingElement<E>,FieldElement<E>,ScalarFieldElement<E>,UncertainReal
- All Known Implementing Classes:
UncertainDoubleElement
public interface RingElement<E extends RingElement<E>> extends RngElement<E>
An element of aRing, so something that can be added, subtracted and multiplied by each other.- Since:
- 0.4
- Author:
- Michiel Meeuwissen
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Method Summary
All Methods Instance Methods Abstract Methods Modifier and Type Method Description Ring<E>getStructure()Returns theAlgebraicStructureassociated with the object.-
Methods inherited from interface org.meeuw.math.abstractalgebra.AdditiveGroupElement
minus, negation, repeatedPlus
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Methods inherited from interface org.meeuw.math.abstractalgebra.AdditiveMonoidElement
isZero
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Methods inherited from interface org.meeuw.math.abstractalgebra.AdditiveSemiGroupElement
p, plus
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Methods inherited from interface org.meeuw.math.abstractalgebra.MultiplicativeSemiGroupElement
pow, sqr, times, x
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Method Detail
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getStructure
Ring<E> getStructure()
Description copied from interface:AlgebraicElementReturns theAlgebraicStructureassociated with the object.- Specified by:
getStructurein interfaceAdditiveGroupElement<E extends RingElement<E>>- Specified by:
getStructurein interfaceAdditiveMonoidElement<E extends RingElement<E>>- Specified by:
getStructurein interfaceAdditiveSemiGroupElement<E extends RingElement<E>>- Specified by:
getStructurein interfaceAlgebraicElement<E extends RingElement<E>>- Specified by:
getStructurein interfaceMultiplicativeSemiGroupElement<E extends RingElement<E>>- Specified by:
getStructurein interfaceRngElement<E extends RingElement<E>>
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