Uses of Interface
org.meeuw.math.abstractalgebra.Rng
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Packages that use Rng Package Description org.meeuw.math.abstractalgebra In this module we define several objects on which arithmetic operations can be performed (likeorg.meeuw.statistics.StatisticalNumber
,UncertainDouble
andorg.meeuw.physics.Dimensions
.org.meeuw.math.uncertainnumbers.field -
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Uses of Rng in org.meeuw.math.abstractalgebra
Subinterfaces of Rng in org.meeuw.math.abstractalgebra Modifier and Type Interface Description interface
CompleteField<E extends CompleteFieldElement<E>>
interface
DivisionRing<E extends DivisionRingElement<E>>
A division ring is a ring, where also the multiplicative inverse is defined, but where multiplication is not necessarily commutative.interface
Field<E extends FieldElement<E>>
interface
Ring<E extends RingElement<E>>
A ring is aAdditiveGroup
, but also defines multiplication, though an inverseMultiplicativeGroupElement.reciprocal()
is not defined (That would make it aField
)interface
ScalarField<E extends ScalarFieldElement<E>>
A field withScalarFieldElement
sMethods in org.meeuw.math.abstractalgebra that return Rng Modifier and Type Method Description Rng<E>
RngElement. getStructure()
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Uses of Rng in org.meeuw.math.uncertainnumbers.field
Classes in org.meeuw.math.uncertainnumbers.field that implement Rng Modifier and Type Class Description class
UncertainRealField
The field ofUncertainReal
's
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