LPModule

trait LPModule[V, S] extends NormedModule[V, S] with PNormed[V]

An LP Module is a module equipped with a p-norm (named after LPSpace)

trait PNormed[V]
trait NormedModule[V, S]
trait Normed[V]
trait Module[V, S]
class Object
trait Matchable
class Any
trait LPSpace[V, S]
trait LPVectorField[V, S]
trait CoordinateField[V, S]
trait FiniteCoordinateField[V, I, S]
trait MutableLPModule[V, S]
trait MutableLPSpace[V, S]

Value members

Inherited methods

def close(a: V, b: V, tolerance: Double): Boolean
Inherited from:
NormedModule

Implicits

Inherited implicits

implicit def addVV: Impl2[V, V, V]
Inherited from:
Module
implicit def mulVS: Impl2[V, S, V]
Inherited from:
Module
implicit def mulVS_M: Impl2[V, S, V]
Inherited from:
Module
implicit def normImpl: Impl[V, Double]
Inherited from:
Normed
implicit def normImpl2: Impl2[V, Double, Double]
Inherited from:
PNormed
implicit def scalarNorm: Impl[S, Double]
Inherited from:
NormedModule
implicit def scalars: Ring[S]
Inherited from:
Module
implicit def subVV: Impl2[V, V, V]
Inherited from:
Module
implicit def zeroLike: CanCreateZerosLike[V, V]
Inherited from:
Module