Packages

  • package root
    Definition Classes
    root
  • package typequux
    Definition Classes
    root
  • object Nat

    Contains implementation traits for Nat and typeconstructor aliases that make usage more pleasant.

    Contains implementation traits for Nat and typeconstructor aliases that make usage more pleasant.

    1. Additive commutativity: +[A, B] =:= +[B, A]

    2. Additive associativity: +[A, +[B, C]] =:= +[+[A, B], C]

    3. Additive identity: +[A, _0] =:= A =:= +[_0, A]

    4. Multiplicative commutativity: *[A, B] =:= *[B, A]

    5. Multiplicative associativity: *[A, *[B, C]] =:= *[*[A, B], C]

    6. Multiplicative identity: *[A, _1] =:= A =:= *[_1, A]

    7. Distributivity: *[A, +[B, C]] =:= +[*[A, B], *[A, C]]

    8. Zero exponent: ^[A, _0] =:= _1

    9. One exponent: ^[_1, A] =:= _1

    10. Exponent Identity: ^[A, _1] =:= A

    11. Total Order

    Author:

    Harshad Deo

    Definition Classes
    typequux
    Since

    0.1

  • ExpFold
  • Fold
  • IncFold
  • Nat0
  • NatRep
  • ProdFold
  • Succ
  • SumFold

object NatRep

Provides implicit definitions to build a value level representation of a Nat

Author:

Harshad Deo

Since

0.1

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  11. final def isInstanceOf[T0]: Boolean
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  12. implicit def natRepSucc[N <: Nat](implicit ev: NatRep[N]): NatRep[Succ[N]]

    Builds NatRep for Succ

    Builds NatRep for Succ

    Author:

    Harshad Deo

    Since

    0.1

  13. final def ne(arg0: AnyRef): Boolean
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  18. final def wait(): Unit
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  20. final def wait(arg0: Long): Unit
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  21. implicit object NatRep0 extends NatRep[Nat0]

    Implements NatRep for Nat0

    Implements NatRep for Nat0

    Author:

    Harshad Deo

    Since

    0.1

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