Packages

c

provingground.learning

GenMonixFiniteDistributionEq

abstract class GenMonixFiniteDistributionEq[State] extends AnyRef

Linear Supertypes
AnyRef, Any
Known Subclasses
MonixFiniteDistributionEq, MonixTangentFiniteDistributionEq
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Inherited
  1. GenMonixFiniteDistributionEq
  2. AnyRef
  3. Any
Implicitly
  1. by any2stringadd
  2. by StringFormat
  3. by Ensuring
  4. by ArrowAssoc
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Visibility
  1. Public
  2. Protected

Instance Constructors

  1. new GenMonixFiniteDistributionEq(nodeCoeffSeq: NodeCoeffSeq[State, Double], limit: FiniteDuration)(implicit sd: StateDistribution[State, FiniteDistribution])

Abstract Value Members

  1. abstract def nodeDist[Y](initState: State, maxDepth: Option[Int], halted: => Boolean, memo: EqDistMemo[State])(generatorNode: GeneratorNode[Y], epsilon: Double, coeff: Expression): Task[(FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]

Concrete Value Members

  1. def mapsSum[X, Y](first: Map[X, (FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])], second: Map[X, (FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]): Map[X, (FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]
  2. def nodeCoeffDist[Y](initState: State, maxDepth: Option[Int], halted: => Boolean, memo: EqDistMemo[State])(nodeCoeffs: NodeCoeffs[State, Double, HNil, Y], epsilon: Double, rv: RandomVar[Y]): Task[(FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]
  3. def nodeCoeffFamilyDist[Dom <: HList, Y](initState: State, maxDepth: Option[Int], halted: => Boolean, memo: EqDistMemo[State])(nodeCoeffs: NodeCoeffs[State, Double, Dom, Y], epsilon: Double)(arg: Dom): Task[(FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]
  4. def nodeFamilyDistFunc[Dom <: HList, Y](initState: State, maxDepth: Option[Int], halted: => Boolean, memo: EqDistMemo[State])(generatorNodeFamily: GeneratorNodeFamily[Dom, Y], epsilon: Double)(arg: Dom): Task[(FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]
  5. def varDist[Y](initState: State, maxDepth: Option[Int], halted: => Boolean, memo: EqDistMemo[State] = EqDistMemo.empty[State])(randomVar: RandomVar[Y], epsilon: Double): Task[(FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]

    finite distribution for a random variable

    finite distribution for a random variable

    Y

    values of the random variable

    initState

    initial state

    randomVar

    random variable whose distribution is returned

    epsilon

    cutoff

    returns

    finite distribution for the given random variable

  6. def varFamilyDistFunc[RDom <: HList, Y](initState: State, maxDepth: Option[Int], halted: => Boolean, memo: EqDistMemo[State])(randomVarFmly: RandomVarFamily[RDom, Y], epsilon: Double)(arg: RDom): Task[(FiniteDistribution[Y], Set[EquationNode], EqDistMemo[State])]