Functor ZZ3.Make

module Make (C : ZZ3_sigs.Context) : ZZ3_sigs.S 
Parameters:
C : ZZ3_sigs.Context

val ctx : Z3.context
type zint = [ `Int ] 
type zbool = [ `Bool ] 
type zreal = [ `Real ] 
type znum = [ `Int | `Real ] 
type zany = [ `Bool | `Int | `Real ] 
type ('domain, 'range) zarray = [ `Zarray of 'domain * 'range ] 
type ('_, '_) typ = 
| Int : (Z.t, [> zint ]) typ
| Bool : (bool, [> zbool ]) typ
| Real : (Q.t, [> zreal ]) typ
| Num : (Q.t, [> znum ]) typ
| Array : ('a, 'x) typ * ('b, 'y) typ -> ('a -> 'b, ('x, 'y) zarray) typ
type 'a term = private Z3.Expr.expr 
type ('a, 'b) symbol 
module Symbol: sig .. end
module T: sig .. end
Term constructors.
module Z3Array: sig .. end
type sat = 
| Unsat of Z3.Expr.expr Lazy.t (*
Proof
*)
| Sat of Z3.Model.model Lazy.t (*
Model
*)
| Unkown of string (*
Reason
*)
module Solver: sig .. end
module Model: sig .. end