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(**************************************************************************)
(* *)
(* Omega: a solver of quantifier-free problems in Presburger Arithmetic *)
(* *)
(* Pierre Crégut (CNET, Lannion, France) *)
(* *)
(**************************************************************************)
(* $Id$ *)
Require Export ZArith.
(* The constant minus is required in coq_omega.ml *)
Require Export Minus.
Declare ML Module "omega".
Declare ML Module "coq_omega".
Require Export OmegaSyntax.
Hint eq_nat_Omega : zarith := Extern 10 (eq nat ? ?) Abstract Omega.
Hint le_Omega : zarith := Extern 10 (le ? ?) Abstract Omega.
Hint lt_Omega : zarith := Extern 10 (lt ? ?) Abstract Omega.
Hint ge_Omega : zarith := Extern 10 (ge ? ?) Abstract Omega.
Hint gt_Omega : zarith := Extern 10 (gt ? ?) Abstract Omega.
Hint not_eq_nat_Omega : zarith := Extern 10 ~(eq nat ? ?) Abstract Omega.
Hint not_le_Omega : zarith := Extern 10 ~(le ? ?) Abstract Omega.
Hint not_lt_Omega : zarith := Extern 10 ~(lt ? ?) Abstract Omega.
Hint not_ge_Omega : zarith := Extern 10 ~(ge ? ?) Abstract Omega.
Hint not_gt_Omega : zarith := Extern 10 ~(gt ? ?) Abstract Omega.
Hint eq_Z_Omega : zarith := Extern 10 (eq Z ? ?) Abstract Omega.
Hint Zle_Omega : zarith := Extern 10 (Zle ? ?) Abstract Omega.
Hint Zlt_Omega : zarith := Extern 10 (Zlt ? ?) Abstract Omega.
Hint Zge_Omega : zarith := Extern 10 (Zge ? ?) Abstract Omega.
Hint Zgt_Omega : zarith := Extern 10 (Zgt ? ?) Abstract Omega.
Hint not_eq_nat_Omega : zarith := Extern 10 ~(eq Z ? ?) Abstract Omega.
Hint not_Zle_Omega : zarith := Extern 10 ~(Zle ? ?) Abstract Omega.
Hint not_Zlt_Omega : zarith := Extern 10 ~(Zlt ? ?) Abstract Omega.
Hint not_Zge_Omega : zarith := Extern 10 ~(Zge ? ?) Abstract Omega.
Hint not_Zgt_Omega : zarith := Extern 10 ~(Zgt ? ?) Abstract Omega.
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