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C# Context.MkDatatypeSort方法代码示例

本文整理汇总了C#中Microsoft.Z3.Context.MkDatatypeSort方法的典型用法代码示例。如果您正苦于以下问题:C# Context.MkDatatypeSort方法的具体用法?C# Context.MkDatatypeSort怎么用?C# Context.MkDatatypeSort使用的例子?那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在Microsoft.Z3.Context的用法示例。


在下文中一共展示了Context.MkDatatypeSort方法的3个代码示例,这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞,您的评价将有助于系统推荐出更棒的C#代码示例。

示例1: Run

    public void Run()
    {
        Dictionary<string, string> cfg = new Dictionary<string, string>() {
            { "AUTO_CONFIG", "true" },
            { "MODEL", "true" } };

        using (Context ctx = new Context(cfg))
        {
            Constructor cred = ctx.MkConstructor("red", "is_red");
            Constructor cgreen = ctx.MkConstructor("green", "is_green");
            Constructor cblue = ctx.MkConstructor("blue", "is_blue");

            DatatypeSort color = ctx.MkDatatypeSort("Color", new Constructor[] { cred, cgreen, cblue });

            Expr Red = ctx.MkConst(color.Constructors[0]);
            Expr Green = ctx.MkConst(color.Constructors[1]);
            Expr Blue = ctx.MkConst(color.Constructors[2]);

            Expr c = ctx.MkConst("c", color);

            Solver s = ctx.MkSolver();
            s.Assert(ctx.MkNot(ctx.MkOr(ctx.MkEq(c, Red), ctx.MkEq(c, Green), ctx.MkEq(c, Blue))));
            Console.WriteLine(s.Check()); // must be unsat

            BoolExpr c_is_red = (BoolExpr)color.Recognizers[0][c];
            BoolExpr c_is_green = (BoolExpr)color.Recognizers[1][c];
            BoolExpr c_is_blue = (BoolExpr)color.Recognizers[2][c];

            s = ctx.MkSolver();
            s.Assert(ctx.MkOr(c_is_red, c_is_green, c_is_blue));
            Console.WriteLine(s.Check()); // must be sat

            s = ctx.MkSolver();
            s.Assert(ctx.MkNot(ctx.MkOr(c_is_red, c_is_green, c_is_blue)));
            Console.WriteLine(s.Check()); // must be unsat
        }
    }
开发者ID:ExiaHan,项目名称:z3test,代码行数:37,代码来源:datatype.3.cs

示例2: TreeExample

        /// <summary>
        /// Create a binary tree datatype.
        /// </summary>
        public static void TreeExample(Context ctx)
        {
            Console.WriteLine("TreeExample");

            Sort cell;
            FuncDecl nil_decl, is_nil_decl, cons_decl, is_cons_decl, car_decl, cdr_decl;
            Expr nil, l1, l2, x, y, u, v;
            BoolExpr fml, fml1;
            string[] head_tail = new string[] { "car", "cdr" };
            Sort[] sorts = new Sort[] { null, null };
            uint[] sort_refs = new uint[] { 0, 0 };
            Constructor nil_con, cons_con;

            nil_con = ctx.MkConstructor("nil", "is_nil", null, null, null);
            cons_con = ctx.MkConstructor("cons", "is_cons", head_tail, sorts, sort_refs);
            Constructor[] constructors = new Constructor[] { nil_con, cons_con };

            cell = ctx.MkDatatypeSort("cell", constructors);

            nil_decl = nil_con.ConstructorDecl;
            is_nil_decl = nil_con.TesterDecl;
            cons_decl = cons_con.ConstructorDecl;
            is_cons_decl = cons_con.TesterDecl;
            FuncDecl[] cons_accessors = cons_con.AccessorDecls;
            car_decl = cons_accessors[0];
            cdr_decl = cons_accessors[1];

            nil = ctx.MkConst(nil_decl);
            l1 = ctx.MkApp(cons_decl, nil, nil);
            l2 = ctx.MkApp(cons_decl, l1, nil);

            /* nil != cons(nil, nil) */
            Prove(ctx, ctx.MkNot(ctx.MkEq(nil, l1)));

            /* cons(x,u) = cons(x, v) => u = v */
            u = ctx.MkConst("u", cell);
            v = ctx.MkConst("v", cell);
            x = ctx.MkConst("x", cell);
            y = ctx.MkConst("y", cell);
            l1 = ctx.MkApp(cons_decl, x, u);
            l2 = ctx.MkApp(cons_decl, y, v);
            Prove(ctx, ctx.MkImplies(ctx.MkEq(l1, l2), ctx.MkEq(u, v)));
            Prove(ctx, ctx.MkImplies(ctx.MkEq(l1, l2), ctx.MkEq(x, y)));

            /* is_nil(u) or is_cons(u) */
            Prove(ctx, ctx.MkOr((BoolExpr)ctx.MkApp(is_nil_decl, u), (BoolExpr)ctx.MkApp(is_cons_decl, u)));

            /* occurs check u != cons(x,u) */
            Prove(ctx, ctx.MkNot(ctx.MkEq(u, l1)));

            /* destructors: is_cons(u) => u = cons(car(u),cdr(u)) */
            fml1 = ctx.MkEq(u, ctx.MkApp(cons_decl, ctx.MkApp(car_decl, u), ctx.MkApp(cdr_decl, u)));
            fml = ctx.MkImplies((BoolExpr)ctx.MkApp(is_cons_decl, u), fml1);
            Console.WriteLine("Formula {0}", fml);
            Prove(ctx, fml);

            Disprove(ctx, fml1);
        }
开发者ID:perillaseed,项目名称:z3,代码行数:61,代码来源:Program.cs

示例3: GenerateEnvironment

        private Environment GenerateEnvironment(Context context)
        {
            var environment = new Environment();

            // Class instances
            // TODO: support NULL values
            foreach (var instancesPerClassType in _instances.GroupBy(_ => _.Value.GetType()))
            {
                string classType = instancesPerClassType.Key.Name;

                EnumSort instancesEnumSort = context.MkEnumSort(classType + "_instances", instancesPerClassType.Select(_ => _.Key).ToArray());
                environment.Types.Add(instancesPerClassType.Key, instancesEnumSort);

                Expr[] instancesEnumSortValues = instancesEnumSort.Consts;
                int instancesIndex = 0;
                foreach (KeyValuePair<string, object> instance in instancesPerClassType)
                {
                    environment.Instances.Add(instance.Key,
                        new InstanceInfo(instancesEnumSortValues[instancesIndex++], objectInstance: instance.Value));
                }
            }

            // Super Types
            foreach (var superType in _superTypes)
            {
                var subTypeSorts = environment.Types.Where(t => t.Key.IsSubclassOf(superType)).Select(t => t.Value).ToList();
                if (subTypeSorts.Count == 0)
                    continue;

                var superTypeConstructors = new List<Constructor>();
                foreach (var subTypeSort in subTypeSorts)
                {
                    var subTypeConstr = context.MkConstructor(
                        name: subTypeSort.Name.ToString(),
                        recognizer: "Is" + subTypeSort.Name,
                        fieldNames: new[] { subTypeSort.Name + "2" + superType.Name },
                        sorts: new[] { subTypeSort },
                        sortRefs: null);
                    superTypeConstructors.Add(subTypeConstr);
                }

                DatatypeSort superTypeSort = context.MkDatatypeSort(superType.Name, superTypeConstructors.ToArray());

                //DatatypeSort = context.MkDatatypeSort("Types", new Constructor[] {
                //    context.MkConstructor("ValTypes", "isValType", new String[] {"Val2Type"}, new Sort[] {ValTypeSort}, null),
                //    context.MkConstructor("RefTypes", "isRefType", new String[] {"Ref2Type"}, new Sort[] {RefTypeSort}, null)
                //});

                environment.Types.Add(superType, superTypeSort);
            }

            // Strings
            if (_possibleStringValues.Any())
            {
                EnumSort enumSort = context.MkEnumSort("Strings", _possibleStringValues.ToArray());
                environment.PossibleStringValues = enumSort;
            }



            foreach (var member in _members)
            {
                LambdaExpressionToConstraintGenerator.GetOrAddMemberAccessFunction(context, environment, member);
            }

            return environment;
        }
开发者ID:RicardoNiepel,项目名称:Z3.ObjectTheorem,代码行数:67,代码来源:ObjectTheoremSolver.cs


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