LongIsOrderedEuclideanRing
com.alecdorrington.scalgebra.evidence.numeric.LongIsOrderedEuclideanRing
Evidence that Long forms an OrderedEuclideanRing under standard 64-bit integer arithmetic.
Attributes
- Experimental
- true
- Graph
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- Supertypes
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class Objecttrait Matchableclass Any
- Known subtypes
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trait EuclideanRingBuildertrait EuclideanMonoidBuilderobject MultiplicativeIdentityobject MultiplicativeSemigroupobject MultiplicativeMonoidobject EuclideanMonoidtrait RingBuildertrait AdditiveGroupBuildertrait AdditiveInverseBuilderobject AdditiveInversetrait DifferenceMonoidBuildertrait AdditiveMonoidBuildertrait AdditiveIdentityBuilderobject AdditiveIdentitytrait AdditiveSemigroupBuilderobject AdditiveSemigroupobject AdditiveMonoidobject DifferenceMonoidobject AdditiveGrouptrait SemiringBuilderobject Semiringobject DifferenceSemiringobject Ringobject EuclideanRingobject OrderedMultiplicativeMonoidobject OrderedEuclideanMonoidtrait OrderedRingBuilderobject OrderedAdditiveInverseobject OrderedAdditiveIdentityobject OrderedAdditiveSemigroupobject OrderedAdditiveMonoidobject OrderedDifferenceMonoidobject OrderedAdditiveGrouptrait OrderedSemiringBuilderobject OrderedSemiringobject OrderedDifferenceSemiringobject OrderedRingobject OrderedEuclideanRing
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