NormedMultiplicativeIdentity

com.alecdorrington.scalgebra.normed.NormedMultiplicativeIdentity

Attributes

Companion: object
Graph
Supertypes: trait Normed[X, S]

trait MultiplicativeIdentity[X]

trait Root[X]

class Object

trait Matchable

class Any
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Known subtypes: trait NormedMultiplicativeMonoid[X, S]

trait NormedEuclideanMonoid[X, S]

trait NormedEuclideanRing[X, S]

trait NormedField[X, S]

trait NormedMultiplicativeGroup[X, S]

trait NormedSemifield[X, S]

trait NormedDifferenceSemifield[X, S]

trait NormedSemiring[X, S]

trait NormedDifferenceSemiring[X, S]

trait NormedRing[X, S]
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The unique representation of the multiplicative identity (1) in this algebra system. Typically corresponds to values such as 1 or 1.0F.

Note: All implementations must obey the identity property, i.e. x × one == one × x == x.
Inherited from:: MultiplicativeIdentity

extension (x: X)

Computes the length (norm) of x.

extension (x: X)

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