Documentation

WeightedNetKAT.RPol

inductive WeightedNetKAT.RPol {F : Type} [Listed F] {N : Type} (W : Type) :
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    def WeightedNetKAT.instDecidableEqRPol.decEq {F✝ : Type} {inst✝ : Listed F✝} {N✝ W✝ : Type} [DecidableEq F✝] [DecidableEq N✝] [DecidableEq W✝] (x✝ x✝¹ : RPol W✝) :
    Decidable (x✝ = x✝¹)
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      @[implicit_reducible]
      instance WeightedNetKAT.instDecidableEqRPol {F✝ : Type} {inst✝ : Listed F✝} {N✝ W✝ : Type} [DecidableEq F✝] [DecidableEq N✝] [DecidableEq W✝] :
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                                                        def WeightedNetKAT.RPol.iter {𝒮 F : Type} [Listed F] {N : Type} (p : RPol 𝒮) :
                                                        RPol 𝒮
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                                                          @[reducible]
                                                          instance WeightedNetKAT.RPol.instHPow {𝒮 F : Type} [Listed F] {N : Type} :
                                                          HPow (RPol 𝒮) (RPol 𝒮)
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                                                          @[simp]
                                                          theorem WeightedNetKAT.RPol.pow_eq_iter {𝒮 F : Type} [Listed F] {N : Type} (p : RPol 𝒮) (n : ) :
                                                          p ^ n = p.iter n
                                                          @[simp]
                                                          theorem WeightedNetKAT.RPol.iterDepth_iter {𝒮 F : Type} [Listed F] {N : Type} {p : RPol 𝒮} {n : } :
                                                          @[implicit_reducible]
                                                          instance WeightedNetKAT.instReprRPolOfFintypeOfEncodable {𝒮 N F : Type} [i : Fintype F] [e : Encodable F] [Repr F] [Repr N] [Repr 𝒮] [Listed F] :
                                                          Repr (RPol 𝒮)
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