Created
November 8, 2011 20:56
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pow notation breaks after importing Limit and defining \infty notation
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Require Import | |
additional_operations. | |
Check (1^3). | |
(* 1 ^ 3 | |
: nat *) | |
Require Import Streams. | |
Notation "∅ x" := (Stream x) (at level 38). | |
Check (1^3). | |
(* 1 ^ 3 : nat *) | |
Require Import Limit. | |
(* | |
<W> Grammar extension: in [constr:pattern], some rule has been masked | |
<W> Grammar extension: in [constr:operconstr], some rule has been masked | |
<W> Grammar extension: in [constr:pattern], some rule has been masked | |
Ambiguous paths: | |
[Qpossec.integral_Qpos; Qpossec.QposAsQ] : BinPos.positive >-> QArith_base.Q | |
Ambiguous paths: | |
[QnonNeg.from_Qpos; QnonNeg.to_Q] : Qpossec.Qpos >-> QArith_base.Q | |
[QnonNeg.from_nat; QnonNeg.to_Q] : nat >-> QArith_base.Q | |
[Qpossec.integral_Qpos; QnonNeg.from_Qpos; QnonNeg.to_Q] : BinPos.positive >-> QArith_base.Q | |
Ambiguous paths: | |
[QnonNeg.from_Qpos; QnnInf.Finite] : Qpossec.Qpos >-> QnnInf.T | |
[Qpossec.integral_Qpos; QnonNeg.from_Qpos; QnnInf.Finite] : BinPos.positive >-> QnnInf.T | |
Ambiguous paths: | |
[universal_algebra.et_laws] : universal_algebra.EquationalTheory >-> Funclass | |
*) | |
Check (1^3). (* 1^3 : Q *) | |
(** shorthand (Agda) notation for streams. *) | |
Notation "∞ x" := (Stream x) (at level 37). | |
Check (1^3). | |
(* pow 1 3 : Q *) |
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