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DataMuseum.dkPresents historical artifacts from the history of: Rational R1000/400 Tapes |
This is an automatic "excavation" of a thematic subset of
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top - metrics - downloadIndex: T V
Length: 69489 (0x10f71)
Types: TextFile
Names: »V«
└─⟦d10a02448⟧ Bits:30000409 8mm tape, Rational 1000, ENVIRONMENT, D_12_7_3
└─⟦fc9b38f02⟧ »DATA«
└─⟦9b46a407a⟧
└─⟦12c68c704⟧
└─⟦this⟧
└─⟦5f3412b64⟧ Bits:30000745 8mm tape, Rational 1000, ENVIRONMENT 12_6_5 TOOLS
└─⟦91c658230⟧ »DATA«
└─⟦458657fb6⟧
└─⟦220843204⟧
└─⟦this⟧
with System;
with Universal;
package Diana is
pragma Subsystem (Ada_Management);
pragma Module_Name (4, 1110);
-- Outline of Diana package
-- NODE_NAME type
-- TREE type
-- Lexical types and operations
-- List types and primitive operations
-- Constructors and generalized selectors for tree nodes
-- VALUE type and primitive operations
-- Selectors for structural attributes
-- Selectors for semantic attributes
-- Selectors for code attributes
-- Procedures for setting structural attributes
-- Procedures for setting semantic attributes
-- Procedures for setting code attributes
-- PERMANENT_ATTRIBUTES, mechanism for extensible user-defined attributes
-- TEMPORARY_ATTRIBUTES
-- STANDARD_PACKAGE, providing access to the tree for Standard
-- EDIT_UTILITIES for traversing and manipulating trees
-- LIST_UTILITIES for more powerful list operations
-- ID_UTILITIES for computing id lists and other id operations
-- SYMBOLIC_IO for dumping diana tree in symbolic form
-- TRAVERSAL provides generics for traversing trees
-- ATTR_NAMES
-- PRAGMA_NAMES
-- OPERATOR_NAMES
-- CHECK_NAMES
-- EXCEPTION_NAMES
-- constraint_error : exception;
-- indicates attempt to apply incorrect selector to a node.
Illegal_Structure : exception;
-- Indicates attempt to introduce structural sharing
---------------------------------------------------------------------------
type Node_Name is (Dn_Void, Dn_Aggregate, Dn_Deferred_Constant,
Dn_Allocator, Dn_Binary, Dn_Conversion, Dn_Membership,
Dn_Null_Access, Dn_Numeric_Literal, Dn_Parenthesized,
Dn_Qualified, Dn_String_Literal, Dn_Used_Char, Dn_All,
Dn_Attribute, Dn_Attribute_Call, Dn_Function_Call,
Dn_Indexed, Dn_Selected, Dn_Slice, Dn_Used_Op,
Dn_Used_Bltn_Op, Dn_Used_Object_Id, Dn_Used_Name_Id,
Dn_Used_Bltn_Id, Dn_Attr_Id, Dn_Pragma_Id,
Dn_Argument_Id, Dn_Comp_Id, Dn_Const_Id, Dn_Dscrmt_Id,
Dn_Entry_Id, Dn_Exception_Id, Dn_Function_Id,
Dn_Generic_Id, Dn_In_Id, Dn_In_Out_Id, Dn_Out_Id,
Dn_Iteration_Id, Dn_Label_Id, Dn_Number_Id,
Dn_Package_Id, Dn_Private_Type_Id, Dn_L_Private_Type_Id,
Dn_Proc_Id, Dn_Subtype_Id, Dn_Task_Body_Id, Dn_Type_Id,
Dn_Var_Id, Dn_Enum_Id, Dn_Def_Char, Dn_Def_Op, Dn_Box,
Dn_No_Default, Dn_Instantiation, Dn_Exception,
Dn_Constant, Dn_Var, Dn_Number, Dn_Type, Dn_Subtype,
Dn_Subprogram_Decl, Dn_Package_Decl, Dn_Task_Decl,
Dn_Pragma, Dn_Generic, Dn_Address, Dn_Record_Rep,
Dn_Simple_Rep, Dn_Use, Dn_Task_Body, Dn_Package_Body,
Dn_Subprogram_Body, Dn_Subunit, Dn_Loop, Dn_Abort,
Dn_Accept, Dn_Assign, Dn_Block, Dn_Case, Dn_Code,
Dn_Cond_Entry, Dn_Delay, Dn_Entry_Call, Dn_Exit, Dn_Goto,
Dn_If, Dn_Labeled, Dn_Named_Stm, Dn_Named_Stm_Id,
Dn_Null_Stm, Dn_Procedure_Call, Dn_Raise, Dn_Return,
Dn_Select, Dn_Terminate, Dn_Timed_Entry, Dn_Range,
Dn_Dscrmt_Aggregate, Dn_Dscrt_Range_S, Dn_Fixed,
Dn_Float, Dn_Constrained, Dn_Formal_Dscrt,
Dn_Formal_Fixed, Dn_Formal_Float, Dn_Formal_Integer,
Dn_Access, Dn_Array, Dn_Derived, Dn_Enum_Literal_S,
Dn_Integer, Dn_L_Private, Dn_Private, Dn_Record,
Dn_Task_Spec, Dn_Universal_Integer, Dn_Universal_Fixed,
Dn_Universal_Real, Dn_Stub, Dn_Pseudo_Stub, Dn_Entry,
Dn_Function, Dn_Procedure, Dn_Package_Spec,
Dn_Out, Dn_In, Dn_In_Out, Dn_Rename, Dn_For,
Dn_Reverse, Dn_While, Dn_Context, Dn_With, Dn_In_Op,
Dn_Not_In, Dn_Index, Dn_Alternative_S, Dn_Choice_S,
Dn_Comp_Rep_S, Dn_Decl_S, Dn_Exp_S, Dn_Generic_Assoc_S,
Dn_Generic_Param_S, Dn_Id_S, Dn_Item_S, Dn_Name_S,
Dn_Param_Assoc_S, Dn_Param_S, Dn_Pragma_S,
Dn_Select_Clause_S, Dn_Stm_S, Dn_Variant_S,
Dn_Dscrmt_Var_S, Dn_Variant, Dn_Dscrmt_Var,
Dn_And_Then, Dn_Or_Else, Dn_Select_Clause,
Dn_Alternative, Dn_Comp_Rep, Dn_Cond_Clause,
Dn_Inner_Record, Dn_Compilation, Dn_Others, Dn_Null_Comp,
Dn_Variant_Part, Dn_Named, Dn_Comp_Unit, Dn_Assoc,
Dn_Alignment, Dn_Nonterminal, Dn_Foo1, Dn_Foo2);
---------------------------------------------------------------------------
-- basic node type
type Tree is private;
pragma Cache_Register (Tree, 12);
function Get_Segment (T : Tree) return System.Segment;
function Get_Offset (T : Tree) return System.Bit_Offset;
function Empty return Tree; -- returns a constant void node
function Is_Empty (T : Tree) return Boolean;
function Kind (T : Tree) return Node_Name;
function Is_Id_Node (Name : Node_Name) return Boolean;
function Is_Id_Node (T : Tree) return Boolean;
function Hash (T : Tree) return Integer;
function Hash (T : Tree) return Long_Integer;
pragma Consume_Offset;
---------------------------------------------------------------------------
-- Types introduced to allow implementation of user-defined attributes
-- to be visible in the body of diana.
type Attr_Name is private;
function Equal (X, Y : Attr_Name) return Boolean;
pragma Consume_Offset;
function Get_Segment (A : Attr_Name) return System.Segment;
function Get_Offset (A : Attr_Name) return System.Bit_Offset;
type Attr_List is private;
pragma Cache_Register (Attr_List, 18);
pragma Consume_Offset;
function Get_Segment (A : Attr_List) return System.Segment;
function Get_Offset (A : Attr_List) return System.Bit_Offset;
---------------------------------------------------------------------------
-- Lexical types and operations
type Symbol_Rep is private;
pragma Cache_Register (Symbol_Rep, 13);
pragma Consume_Offset;
function Get_Segment (S : Symbol_Rep) return System.Segment;
function Get_Offset (S : Symbol_Rep) return System.Bit_Offset;
function Null_Text return Symbol_Rep;
function Equal (X, Y : Symbol_Rep) return Boolean;
function Lx_Symrep (T : Tree) return Symbol_Rep;
function Id (T : Tree) return Symbol_Rep renames Lx_Symrep;
procedure Lx_Symrep (T : Tree; V : Symbol_Rep);
procedure Lx_Symrep (T : Tree; V : String);
function Image (Symbol : Symbol_Rep) return String;
function Symrep (Image : String) return Symbol_Rep;
pragma Consume_Offset (2);
function Length (Symbol : Symbol_Rep) return Natural;
function Ith (Symbol : Symbol_Rep; Position : Natural) return Character;
function Hash (Symbol : Symbol_Rep) return Integer;
---------------------------------------------------------------------------
type Number_Rep is private;
pragma Consume_Offset;
function Get_Segment (N : Number_Rep) return System.Segment;
function Get_Offset (N : Number_Rep) return System.Bit_Offset;
function Equal (X, Y : Number_Rep) return Boolean;
function Lx_Numrep (T : Tree) return Number_Rep;
procedure Lx_Numrep (T : Tree; V : Number_Rep);
function Image (Number : Number_Rep) return String;
function Numrep (Image : String) return Number_Rep;
pragma Consume_Offset (2);
function Length (Number : Number_Rep) return Natural;
function Ith (Number : Number_Rep; Position : Natural) return Character;
procedure Lx_Prefix (T : Tree; V : Boolean);
function Lx_Prefix (T : Tree) return Boolean;
procedure Lx_Default (T : Tree; V : Boolean);
function Lx_Default (T : Tree) return Boolean;
procedure Lx_Separate (T : Tree; V : Boolean);
function Lx_Separate (T : Tree) return Boolean;
---------------------------------------------------------------------------
type Comment is private;
function Get_Segment (C : Comment) return System.Segment;
function Get_Offset (C : Comment) return System.Bit_Offset;
function Make (Text : String;
Start_Column : Natural;
Trailing_Page_Marks : Natural := 0;
Trailing_Line_Marks : Natural := 0) return Comment;
function Text (C : Comment) return String;
function Start_Column (C : Comment) return Natural;
function Trailing_Page_Marks (C : Comment) return Natural;
function Trailing_Line_Marks (C : Comment) return Natural;
procedure Text (C : Comment; Value : String);
procedure Start_Column (C : Comment; Value : Natural);
procedure Trailing_Page_Marks (C : Comment; Value : Natural);
procedure Trailing_Line_Marks (C : Comment; Value : Natural);
---------------------------------------------------------------------------
-- Structural list type
type Seq_Type is private;
pragma Cache_Register (Seq_Type, 14);
function Get_Segment (S : Seq_Type) return System.Segment;
function Get_Offset (S : Seq_Type) return System.Bit_Offset;
function Hash (S : Seq_Type) return Integer;
function Make return Seq_Type;
function Is_Empty (S : Seq_Type) return Boolean;
function Head (L : Seq_Type) return Tree;
function Tail (L : Seq_Type) return Seq_Type;
function Cons (T : Tree; L : Seq_Type) return Seq_Type;
procedure Replace_Head (L : in out Seq_Type; T : Tree);
procedure Replace_Tail (L1 : Seq_Type; L2 : Seq_Type);
pragma Consume_Offset;
---------------------------------------------------------------------------
-- Non-structural list type
type Sequence is private;
pragma Cache_Register (Sequence, 15);
function Get_Segment (S : Sequence) return System.Segment;
function Get_Offset (S : Sequence) return System.Bit_Offset;
function Hash (S : Sequence) return Integer;
function Make return Sequence;
function Is_Empty (L : Sequence) return Boolean;
function Head (L : Sequence) return Tree;
function Tail (L : Sequence) return Sequence;
function Cons (T : Tree; L : Sequence) return Sequence;
function Cons (T : Tree; L : Sequence; In_Segment : System.Segment)
return Sequence;
procedure Replace_Head (L : Sequence; T : Tree);
procedure Replace_Tail (L1 : Sequence; L2 : Sequence);
pragma Consume_Offset;
---------------------------------------------------------------------------
-- list type which is not allocated in diana heap
type Temp_Seq is private;
pragma Cache_Register (Temp_Seq, 17);
function Get_Segment (S : Temp_Seq) return System.Segment;
function Get_Offset (S : Temp_Seq) return System.Bit_Offset;
function Hash (S : Temp_Seq) return Integer;
function Make return Temp_Seq;
function Is_Empty (L : Temp_Seq) return Boolean;
function Head (L : Temp_Seq) return Tree;
function Tail (L : Temp_Seq) return Temp_Seq;
function Cons (T : Tree; L : Temp_Seq) return Temp_Seq;
function Cons (T : Tree; L : Temp_Seq; In_Segment : System.Segment)
return Temp_Seq;
procedure Replace_Head (L : Temp_Seq; T : Tree);
procedure Replace_Tail (L1 : Temp_Seq; L2 : Temp_Seq);
---------------------------------------------------------------------------
-- constructor functions for diana nodes
function Make (C : Node_Name) return Tree;
function Make (C : Node_Name; V : Symbol_Rep) return Tree;
function Make (C : Node_Name; V : String) return Tree;
function Make (C : Node_Name; V : Boolean) return Tree;
function Make (C : Node_Name; T1 : Tree) return Tree;
function Make (C : Node_Name; T1, T2 : Tree) return Tree;
function Make (C : Node_Name; T1, T2, T3 : Tree) return Tree;
function Make (C : Node_Name; L : Seq_Type) return Tree;
function Make (L : Sequence) return Tree; -- returns dn_exp_s
function Make (C : Node_Name; In_Segment : System.Segment) return Tree;
---------------------------------------------------------------------------
type Arities is (Nullary, Unary, Binary, Ternary, Arbitrary);
function Arity (T : Tree) return Arities;
function Arity (N : Node_Name) return Arities;
-- general selectors for subnodes
function Child1 (T : Tree) return Tree;
function Child2 (T : Tree) return Tree;
function Child3 (T : Tree) return Tree;
function List (T : Tree) return Seq_Type;
function As_List (T : Tree) return Seq_Type renames List;
function Son1 (T : Tree) return Tree renames Child1;
function Son2 (T : Tree) return Tree renames Child2;
function Son3 (T : Tree) return Tree renames Child3;
-- changing subnodes
procedure Child1 (T : Tree; V : Tree);
procedure Child2 (T : Tree; V : Tree);
procedure Child3 (T : Tree; V : Tree);
procedure List (T : Tree; V : Seq_Type);
procedure As_List (T : Tree; V : Seq_Type) renames List;
procedure Son1 (T : Tree; V : Tree) renames Child1;
procedure Son2 (T : Tree; V : Tree) renames Child2;
procedure Son3 (T : Tree; V : Tree) renames Child3;
---------------------------------------------------------------------------
-- Implementation defined Value type
type Value_Kind is (Integer_Valued, Float_Valued, No_Value, Uninitialized);
type Value is private;
function Equal (V1, V2 : Value) return Boolean;
function Kind (V : Value) return Value_Kind;
function Make return Value; -- returns value'(kind=>no_value);
function Make (I : Integer) return Value;
function Make (F : Float) return Value;
function Make (I : Universal.Integer) return Value;
function Make (F : Universal.Float) return Value;
function Make (F : Universal.Real) return Value;
function Integer_Value (V : Value) return Universal.Integer;
function Float_Value (V : Value) return Universal.Float;
function Float_Value (V : Value) return Universal.Real;
procedure Integer_Value (V : in out Value; I : Universal.Integer);
procedure Float_Value (V : in out Value; F : Universal.Float);
procedure Float_Value (V : in out Value; F : Universal.Real);
function Is_Integer (V : Value) return Boolean;
function Is_Float (V : Value) return Boolean;
function Is_No_Value (V : Value) return Boolean;
function Make (I : Integer) return Tree;
function Make (F : Float) return Tree;
function Make (I : Universal.Integer) return Tree;
function Make (F : Universal.Float) return Tree;
function Make (F : Universal.Real) return Tree;
-- construct dn_numeric_literal with appropriate value
function Is_Integer (T : Tree) return Boolean;
function Is_Float (T : Tree) return Boolean;
function Integer_Value (T : Tree) return Universal.Integer;
function Float_Value (T : Tree) return Universal.Float;
function Float_Value (T : Tree) return Universal.Real;
---------------------------------------------------------------------------
-- selector functions for structural attributes
function As_Actual (T : Tree) return Tree;
function As_Alignment (T : Tree) return Tree;
function As_Alternative_S (T : Tree) return Tree;
function As_Binary_Op (T : Tree) return Tree;
function As_Block_Stub (T : Tree) return Tree;
function As_Choice_S (T : Tree) return Tree;
function As_Comp_Rep_S (T : Tree) return Tree;
function As_Constrained (T : Tree) return Tree;
function As_Constraint (T : Tree) return Tree;
function As_Context (T : Tree) return Tree;
function As_Decl_S (T : Tree) return Tree;
function As_Decl_S1 (T : Tree) return Tree;
function As_Decl_S2 (T : Tree) return Tree;
function As_Designator (T : Tree) return Tree;
function As_Designator_Char (T : Tree) return Tree;
function As_Dscrt_Range (T : Tree) return Tree;
function As_Dscrt_Range_S (T : Tree) return Tree;
function As_Dscrt_Range_Void (T : Tree) return Tree;
function As_Exception_Def (T : Tree) return Tree;
function As_Exp (T : Tree) return Tree;
function As_Exp1 (T : Tree) return Tree;
function As_Exp2 (T : Tree) return Tree;
function As_Exp_Constrained (T : Tree) return Tree;
function As_Exp_S (T : Tree) return Tree;
function As_Exp_Void (T : Tree) return Tree;
function As_Generic_Assoc_S (T : Tree) return Tree;
function As_Generic_Header (T : Tree) return Tree;
function As_Generic_Param_S (T : Tree) return Tree;
function As_Header (T : Tree) return Tree;
function As_Id (T : Tree) return Tree;
function As_Id_S (T : Tree) return Tree;
function As_Item_S (T : Tree) return Tree;
function As_Iteration (T : Tree) return Tree;
function As_Membership_Op (T : Tree) return Tree;
function As_Name (T : Tree) return Tree;
function As_Name_S (T : Tree) return Tree;
function As_Name_Void (T : Tree) return Tree;
function As_Object_Def (T : Tree) return Tree;
function As_Package_Def (T : Tree) return Tree;
function As_Param_Assoc_S (T : Tree) return Tree;
function As_Param_S (T : Tree) return Tree;
function As_Pragma_S (T : Tree) return Tree;
function As_Range (T : Tree) return Tree;
function As_Range_Void (T : Tree) return Tree;
function As_Record (T : Tree) return Tree;
function As_Select_Clause_S (T : Tree) return Tree;
function As_Stm (T : Tree) return Tree;
function As_Stm_S (T : Tree) return Tree;
function As_Stm_S1 (T : Tree) return Tree;
function As_Stm_S2 (T : Tree) return Tree;
function As_Subprogram_Def (T : Tree) return Tree;
function As_Subunit_Body (T : Tree) return Tree;
function As_Task_Def (T : Tree) return Tree;
function As_Type_Range (T : Tree) return Tree;
function As_Type_Spec (T : Tree) return Tree;
function As_Unit_Body (T : Tree) return Tree;
function As_Variant_S (T : Tree) return Tree;
function As_Dscrmt_Var_S (T : Tree) return Tree;
function As_Parent (T : Tree) return Tree;
---------------------------------------------------------------------------
-- selectors for semantic attributes
function Sm_List (Exp_S : Tree) return Sequence;
function Sm_Bits (T : Tree) return Integer;
function Sm_Pos (T : Tree) return Integer;
function Sm_Rep (T : Tree) return Integer;
function Sm_Controlled (T : Tree) return Boolean;
function Sm_Packing (T : Tree) return Boolean;
function Sm_Actual_Delta (T : Tree) return Universal.Float;
function Sm_Actual_Delta (T : Tree) return Universal.Real;
function Sm_Value (T : Tree) return Value;
function Sm_Address (T : Tree) return Tree;
function Sm_Base_Type (T : Tree) return Tree;
function Sm_Body (T : Tree) return Tree;
function Sm_Constraint (T : Tree) return Tree;
function Sm_Defn (T : Tree) return Tree;
function Sm_Discriminants (T : Tree) return Tree;
function Sm_Exp_Type (T : Tree) return Tree;
function Sm_Exception_Def (T : Tree) return Tree;
function Sm_Generic_Param_S (T : Tree) return Tree;
function Sm_Init_Exp (T : Tree) return Tree;
function Sm_Location (T : Tree) return Tree;
function Sm_Obj_Def (T : Tree) return Tree;
function Sm_Obj_Type (T : Tree) return Tree;
function Sm_Size (T : Tree) return Tree;
function Sm_Spec (T : Tree) return Tree;
function Sm_Stm (T : Tree) return Tree;
function Sm_Storage_Size (T : Tree) return Tree;
function Sm_Type_Spec (T : Tree) return Tree;
function Sm_Type_Struct (T : Tree) return Tree;
function Sm_Comp_Spec (T : Tree) return Tree;
function Sm_Decl_S (T : Tree) return Tree;
function Sm_First (T : Tree) return Tree;
function Sm_Normalized_Param_S (T : Tree) return Tree;
function Sm_Stub (T : Tree) return Tree;
function Sm_Record_Spec (T : Tree) return Tree;
function Sm_Normalized_Comp_S (T : Tree) return Tree;
function Sm_Parent (T : Tree) return Tree;
function Sm_Ops (T : Tree) return Sequence;
-- selectors for code attributes
function Cd_Impl_Size (T : Tree) return Integer;
---------------------------------------------------------------------------
-- procedures for setting structural attributes
procedure As_Actual (T : Tree; V : Tree);
procedure As_Alignment (T : Tree; V : Tree);
procedure As_Alternative_S (T : Tree; V : Tree);
procedure As_Binary_Op (T : Tree; V : Tree);
procedure As_Block_Stub (T : Tree; V : Tree);
procedure As_Choice_S (T : Tree; V : Tree);
procedure As_Comp_Rep_S (T : Tree; V : Tree);
procedure As_Constrained (T : Tree; V : Tree);
procedure As_Constraint (T : Tree; V : Tree);
procedure As_Context (T : Tree; V : Tree);
procedure As_Decl_S (T : Tree; V : Tree);
procedure As_Decl_S1 (T : Tree; V : Tree);
procedure As_Decl_S2 (T : Tree; V : Tree);
procedure As_Designator (T : Tree; V : Tree);
procedure As_Designator_Char (T : Tree; V : Tree);
procedure As_Dscrt_Range (T : Tree; V : Tree);
procedure As_Dscrt_Range_S (T : Tree; V : Tree);
procedure As_Dscrt_Range_Void (T : Tree; V : Tree);
procedure As_Exception_Def (T : Tree; V : Tree);
procedure As_Exp (T : Tree; V : Tree);
procedure As_Exp1 (T : Tree; V : Tree);
procedure As_Exp2 (T : Tree; V : Tree);
procedure As_Exp_Constrained (T : Tree; V : Tree);
procedure As_Exp_S (T : Tree; V : Tree);
procedure As_Exp_Void (T : Tree; V : Tree);
procedure As_Generic_Assoc_S (T : Tree; V : Tree);
procedure As_Generic_Header (T : Tree; V : Tree);
procedure As_Generic_Param_S (T : Tree; V : Tree);
procedure As_Header (T : Tree; V : Tree);
procedure As_Id (T : Tree; V : Tree);
procedure As_Id_S (T : Tree; V : Tree);
procedure As_Item_S (T : Tree; V : Tree);
procedure As_Iteration (T : Tree; V : Tree);
procedure As_Membership_Op (T : Tree; V : Tree);
procedure As_Name (T : Tree; V : Tree);
procedure As_Name_S (T : Tree; V : Tree);
procedure As_Name_Void (T : Tree; V : Tree);
procedure As_Object_Def (T : Tree; V : Tree);
procedure As_Package_Def (T : Tree; V : Tree);
procedure As_Param_Assoc_S (T : Tree; V : Tree);
procedure As_Param_S (T : Tree; V : Tree);
procedure As_Pragma_S (T : Tree; V : Tree);
procedure As_Range (T : Tree; V : Tree);
procedure As_Range_Void (T : Tree; V : Tree);
procedure As_Record (T : Tree; V : Tree);
procedure As_Select_Clause_S (T : Tree; V : Tree);
procedure As_Stm (T : Tree; V : Tree);
procedure As_Stm_S (T : Tree; V : Tree);
procedure As_Stm_S1 (T : Tree; V : Tree);
procedure As_Stm_S2 (T : Tree; V : Tree);
procedure As_Subprogram_Def (T : Tree; V : Tree);
procedure As_Subunit_Body (T : Tree; V : Tree);
procedure As_Task_Def (T : Tree; V : Tree);
procedure As_Type_Range (T : Tree; V : Tree);
procedure As_Type_Spec (T : Tree; V : Tree);
procedure As_Unit_Body (T : Tree; V : Tree);
procedure As_Variant_S (T : Tree; V : Tree);
procedure As_Dscrmt_Var_S (T : Tree; V : Tree);
---------------------------------------------------------------------------
-- procedures for setting semantic attributes
procedure Sm_Bits (T : Tree; V : Integer);
procedure Sm_Pos (T : Tree; V : Integer);
procedure Sm_Rep (T : Tree; V : Integer);
procedure Sm_Controlled (T : Tree; V : Boolean);
procedure Sm_Packing (T : Tree; V : Boolean);
procedure Sm_Actual_Delta (T : Tree; V : Universal.Float);
procedure Sm_Actual_Delta (T : Tree; V : Universal.Real);
procedure Sm_Value (T : Tree; V : Value);
procedure Sm_Address (T : Tree; V : Tree);
procedure Sm_Base_Type (T : Tree; V : Tree);
procedure Sm_Body (T : Tree; V : Tree);
procedure Sm_Constraint (T : Tree; V : Tree);
procedure Sm_Defn (T : Tree; V : Tree);
procedure Sm_Discriminants (T : Tree; V : Tree);
procedure Sm_Exp_Type (T : Tree; V : Tree);
procedure Sm_Exception_Def (T : Tree; V : Tree);
procedure Sm_Generic_Param_S (T : Tree; V : Tree);
procedure Sm_Init_Exp (T : Tree; V : Tree);
procedure Sm_Location (T : Tree; V : Tree);
procedure Sm_Obj_Def (T : Tree; V : Tree);
procedure Sm_Obj_Type (T : Tree; V : Tree);
procedure Sm_Size (T : Tree; V : Tree);
procedure Sm_Spec (T : Tree; V : Tree);
procedure Sm_Stm (T : Tree; V : Tree);
procedure Sm_Storage_Size (T : Tree; V : Tree);
procedure Sm_Type_Spec (T : Tree; V : Tree);
procedure Sm_Type_Struct (T : Tree; V : Tree);
procedure Sm_Comp_Spec (T : Tree; V : Tree);
procedure Sm_Decl_S (T : Tree; V : Tree);
procedure Sm_First (T : Tree; V : Tree);
procedure Sm_Normalized_Param_S (T : Tree; V : Tree);
procedure Sm_Stub (T : Tree; V : Tree);
procedure Sm_Record_Spec (T : Tree; V : Tree);
procedure Sm_Normalized_Comp_S (T : Tree; V : Tree);
procedure Sm_Parent (T : Tree; V : Tree);
procedure Sm_Ops (T : Tree; S : Sequence);
-- procedures for setting code attributes
procedure Cd_Impl_Size (T : Tree; V : Integer);
---------------------------------------------------------------------------
package Id_Table is
-- ID_TABLE provides a mapping between DIANA.SYMBOL_REPS and
-- DEF_IDs having that symbol representation in the context
-- associated with the ID_TABLE.
-- For the purpose of semantic analysis, id tables are attached
-- to the following list headers and provide efficient random access
-- (via symbol rep) to the declarations therein.
-- Node Contents
-- DECL_S package visible and private specs
-- and task specs
-- ITEM_S decls (including labels and statement ids)
-- within blocks (including
-- program unit bodies)
-- RECORD all discriminants and fields of record
-- PARAM_S parameters
-- GENERIC_PARAM_S generic parameters
-- DSCRMT_VAR_S discriminant vars of private type
type Id_Map is private;
Null_Table : constant Id_Map;
procedure Create (Mumble_S : Diana.Tree);
procedure Create (Mumble_S : Diana.Tree; Of_Size : Integer);
procedure Enter (Mumble_S : Diana.Tree; Defn : Diana.Tree);
procedure Enter (Mumble_S : Diana.Tree; Defns : Diana.Sequence);
procedure Enter (Mumble_S : Diana.Tree; Defns : Diana.Seq_Type);
-- DEFN(S) is a (list of) def id(s).
procedure Enter_New (Mumble_S : Diana.Tree; Defn : Diana.Tree);
-- enter an id from an incrementally inserted decl
procedure Remove (Mumble_S, Defn_Or_Decl : Diana.Tree);
-- DEFN(S) is a (list of) def id(s).
procedure Remove (Decl : Diana.Tree);
-- Decl must be rooted on the list of a decl_s, item_s, param_s,
-- generic_param_s, or record.
function Identify (Mumble_S : Diana.Tree;
Symbol : Diana.Symbol_Rep;
Stop_Decl : Diana.Tree) return Diana.Sequence;
function Identify (Mumble_S : Diana.Tree; Symbol : Diana.Symbol_Rep)
return Diana.Sequence;
function Identify (Mumble_S : Diana.Tree;
Symbol : Diana.Symbol_Rep;
Stop_Decl : Diana.Tree) return Diana.Tree;
function Identify (Mumble_S : Diana.Tree; Symbol : Diana.Symbol_Rep)
return Diana.Tree;
function Identify (Mumble_S : Diana.Tree;
Name : String;
Stop_Decl : Diana.Tree) return Diana.Sequence;
-- IDENTIFY returns the DEFN_IDs associated with the given SYMBOL from
-- the given table.
-- The form returning a single node, returns an arbitrary node
-- associated with the symbol and should be used only when one can
-- guarantee that at most one association could exist.
-- A null value is returned if no association exists.
-- If a STOP_DECL is given, only those associations that were
-- established "before" the given STOP_DECL are retrieved.
-- The ordering of ids in the table is the order of declaration
-- in the underlying MUMBLE_S (or ITEM_S).
function Identify_Wild (Mumble_S : Diana.Tree;
Symbol : Diana.Symbol_Rep;
Seen : Diana.Temp_Seq;
Stop_Decl : Diana.Tree := Diana.Empty)
return Diana.Temp_Seq;
function All_Ids (Mumble_S, Stop_Decl : Diana.Tree)
return Diana.Temp_Seq;
function All_Ids (Mumble_S : Diana.Tree) return Diana.Temp_Seq;
function Copy (Table : Id_Map) return Id_Map;
generic
with function Translate (Def_Id : Diana.Tree) return Diana.Tree;
procedure Convert (Table : Id_Map);
function All_Ids (Mumble_S, Stop_Decl : Diana.Tree)
return Diana.Sequence;
function All_Ids (Mumble_S : Diana.Tree) return Diana.Sequence;
function Header_Size (M : Id_Map) return Integer;
function Links_Size (M : Id_Map) return Integer;
function Total_Size (M : Id_Map) return Integer;
function Sequence_Nodes (M : Id_Map) return Integer;
type Local_Id_Table is private;
function Xlate (T : Local_Id_Table) return Id_Map;
function Xlate (T : Id_Map) return Local_Id_Table;
generic
with function Translate (Def_Id : Diana.Tree) return Diana.Tree;
procedure Convert_Table (Old_Table, New_Table : Id_Map);
private
type Id_Map_Head;
type Id_Map is access Id_Map_Head;
pragma Segmented_Heap (Id_Map);
type Local_Id_Table is new Id_Map;
pragma Short_Pointer (Local_Id_Table);
Null_Table : constant Id_Map := null;
for Local_Id_Table'Size use 26;
end Id_Table;
---------------------------------------------------------------------------
package Permanent_Attributes is
-- This is the low-level package for user-defined attributes.
-- Usage of this package should be limited to small packages
-- defining abstract user-defined attributes. Implementation
-- of the abstract user-defined attributes must be in terms of
-- the limited set of types provided here. More complex user-defined
-- attributes (which are not directly representable as integers, trees,
-- lists, etc.) may be implemented by using one of the simple types
-- provided here for a key and having the package which encapsulates the
-- the implementation of the user defined attribute do a mapping from
-- the low-level type to a more appropriate type. Note that in
-- this case the Ada Object Manager is only storing the handle or key
-- that is stored on the attribute list; the implementation
-- of the user defined attribute must provide storage facilities if
-- the attribute is to be a permanent attribute.
-- WARNING!!! Failure to follow these instructions may result in
-- maintenance problems. This package is exporting low-level
-- unencapsulated operations that are subject to change. Scattering
-- usage of this package through millions of lines of code is strongly
-- discouraged. Proper encapsulation of the definition of all
-- user-defined attributes will minimize the impact of such changes,
-- and may result in the Diana-hackers actually doing the maintenance
-- for you.
type Attr_Sort is (Tree_Attr, Sequence_Attr, Symbol_Rep_Attr,
Integer_Attr, Float_Attr, Boolean_Attr,
Short_Integer_Attr, Byte_Attr,
Universal_Integer_Attr, Universal_Real_Attr,
Comment_Attr, List_Attr, Id_Table_Attr);
subtype Name is Attr_Name;
function Equal (X, Y : Name) return Boolean renames Diana.Equal;
function Hash (Attr : Attr_Name) return Integer;
function Permanent_Attr_Name (Image : String) return Name;
function Predefined_Attr_Name (Image : String) return Name;
type Attr_Class is (Predefined, Permanent);
function Class (Attr : Attr_Name) return Attr_Class;
function Image (Attr : Name) return String;
function Symbol (Attr : Name) return Symbol_Rep;
subtype List is Attr_List;
function Attrs (Node : Tree) return List;
function Hash (L : List) return Integer;
subtype Id_Table is Diana.Id_Table.Id_Map;
type Short_Integer is range -(2 ** 15 - 1) .. 2 ** 15 - 1;
type Byte is range 0 .. 2 ** 8 - 1;
function Get (Node : Tree; Attr : Name) return Tree;
function Get (Node : Tree; Attr : Name) return Sequence;
function Get (Node : Tree; Attr : Name) return Symbol_Rep;
function Get (Node : Tree; Attr : Name) return Boolean;
function Get (Node : Tree; Attr : Name) return Integer;
function Get (Node : Tree; Attr : Name) return Float;
function Get (Node : Tree; Attr : Name) return Short_Integer;
function Get (Node : Tree; Attr : Name) return Byte;
function Get (Node : Tree; Attr : Name) return Universal.Integer;
function Get (Node : Tree; Attr : Name) return Universal.Real;
function Get (Node : Tree; Attr : Name) return Comment;
function Get (Node : Tree; Attr : Name) return List;
function Get (Node : Tree; Attr : Name) return Id_Table;
procedure Add (Node : Tree; Attr : Name; V : Tree);
procedure Add (Node : Tree; Attr : Name; V : Sequence);
procedure Add (Node : Tree; Attr : Name; V : Symbol_Rep);
procedure Add (Node : Tree; Attr : Name; V : Boolean);
procedure Add (Node : Tree; Attr : Name; V : Float);
procedure Add (Node : Tree; Attr : Name; V : Integer);
procedure Add (Node : Tree; Attr : Name; V : Short_Integer);
procedure Add (Node : Tree; Attr : Name; V : Byte);
procedure Add (Node : Tree; Attr : Name; V : Universal.Integer);
procedure Add (Node : Tree; Attr : Name; V : Universal.Real);
procedure Add (Node : Tree; Attr : Name; V : Comment);
procedure Add (Node : Tree; Attr : Name; V : List);
procedure Add (Node : Tree; Attr : Name; V : Id_Table);
function Has (Node : Tree; Attr : Name) return Boolean;
procedure Remove (Node : Tree; Attr : Name);
function Nil return List;
function Is_Empty (Attrs : List) return Boolean;
function Cons (Head : Tree; Attrs : List) return List;
function Cons (Head : Sequence; Attrs : List) return List;
function Cons (Head : Symbol_Rep; Attrs : List) return List;
function Cons (Head : Boolean; Attrs : List) return List;
function Cons (Head : Float; Attrs : List) return List;
function Cons (Head : Integer; Attrs : List) return List;
function Cons (Head : Short_Integer; Attrs : List) return List;
function Cons (Head : Byte; Attrs : List) return List;
function Cons (Head : Universal.Integer; Attrs : List) return List;
function Cons (Head : Universal.Real; Attrs : List) return List;
function Cons (Head : Comment; Attrs : List) return List;
function Cons (Head : Id_Table; Attrs : List) return List;
function Cons (Head : List; Attrs : List) return List;
function Kind (Attrs : List) return Attr_Sort;
function Get_Name (Attrs : List) return Name;
-- returns the kind/name of the first element of the list.
function Head (Attrs : List) return Tree;
function Head (Attrs : List) return Sequence;
function Head (Attrs : List) return Symbol_Rep;
function Head (Attrs : List) return Boolean;
function Head (Attrs : List) return Float;
function Head (Attrs : List) return Integer;
function Head (Attrs : List) return Short_Integer;
function Head (Attrs : List) return Byte;
function Head (Attrs : List) return Universal.Integer;
function Head (Attrs : List) return Universal.Real;
function Head (Attrs : List) return Id_Table;
function Head (Attrs : List) return Comment;
function Head (Attrs : List) return List;
function Tail (Attrs : List) return List;
procedure Replace_Head (Attrs : in out List; V : Tree);
procedure Replace_Head (Attrs : in out List; V : Sequence);
procedure Replace_Head (Attrs : in out List; V : Symbol_Rep);
procedure Replace_Head (Attrs : in out List; V : Boolean);
procedure Replace_Head (Attrs : in out List; V : Float);
procedure Replace_Head (Attrs : in out List; V : Integer);
procedure Replace_Head (Attrs : in out List; V : Short_Integer);
procedure Replace_Head (Attrs : in out List; V : Byte);
procedure Replace_Head (Attrs : in out List; V : Universal.Integer);
procedure Replace_Head (Attrs : in out List; V : Universal.Real);
procedure Replace_Head (Attrs : in out List; V : Id_Table);
procedure Replace_Head (Attrs : in out List; V : Comment);
procedure Replace_Head (Attrs : in out List; V : List);
procedure Replace_Tail (L1, L2 : List);
end Permanent_Attributes;
---------------------------------------------------------------------------
package Edit_Utilities is
function Copy (T : Tree) return Tree;
-- copy a node including all its attributes and subtrees.
function Copy (L : Seq_Type) return Seq_Type;
-- copy a list - will copy all trees in the list.
procedure Remove (T : Tree; Detach : Boolean := True);
-- remove a tree from its parent.
-- If DETACH is false, then the pointers in T will not be
-- reset, and the resulting list structure will be illegal
-- due to sharing. Any further operations on T are likely
-- to fail in unpleasant ways.
procedure Remove (L : Seq_Type);
-- remove a tree from its parent.
procedure Exchange (T1, T2 : Tree);
-- replaces T1 by T2 and T2 by T1, updating backpointers and parents.
function Copy (S : Seq_Type) return Sequence;
-- convert from a seq_type to a sequence
function Copy (S : Temp_Seq) return Sequence;
-- convert from a temp_seq to a sequence
function Copy (S : Sequence) return Temp_Seq;
-- convert from a sequence to a temp_seq
function Copy (S : Sequence; In_Segment : System.Segment)
return Temp_Seq;
-- convert from a sequence to a temp_seq
procedure Move_Attributes (From : Tree; To : Tree);
procedure Move_Attr_List (From, To : Tree);
procedure Change_Node_Name (T : in out Tree; New_Name : Node_Name);
procedure Change_Node (From : Tree;
To : Tree;
Move_Attrs : Boolean := True;
Detach : Boolean := True);
function Root (Node : Tree) return Tree;
procedure Set_Back_Pointer (Child : Tree; Parent : Tree);
function Invert (L : Seq_Type) return Seq_Type;
-- reverse a seq_type in-place returning head of reversed list
function Duplicate (T : Tree) return Tree;
-- used be tree compaction to copy a tree and its attributes.
end Edit_Utilities;
---------------------------------------------------------------------------
package List_Utilities is
type List_Arity is (Zero, One, Many);
-- operations on DIANA.SEQ_TYPE
function List (N1 : Tree) return Seq_Type;
function List (N1, N2 : Tree) return Seq_Type;
function List (N1, N2, N3 : Tree) return Seq_Type;
function List (N1, N2, N3, N4 : Tree) return Seq_Type;
function List (N1, N2, N3, N4, N5 : Tree) return Seq_Type;
function Length (L : Seq_Type) return Integer;
function Length_Is_One (L : Seq_Type) return Boolean;
function Arity (L : Seq_Type) return List_Arity;
function Is_Member (N : Tree; L : Seq_Type) return Boolean;
-- test if node is a member of a list
function Id_Is_Member
(Id_Node : Tree; Id_List : Seq_Type) return Boolean;
-- test if an id with name of ID_NODE occurs on ID_LIST
function Nconc (L1, L2 : Seq_Type) return Seq_Type;
-- lisp nconc, L2 is attached to LAST (L1), L1 returned
-- is_empty (L1) => return L2;
function Jth (L : Seq_Type; J : Integer) return Tree;
-- returns J'th member of L
-- in J > 0 and LENGTH (L) >= J
function Last (L : Seq_Type) return Seq_Type;
-- returns list part of last member of L
-- is_empty (L) => return make
function Pos (N : Tree; L : Seq_Type) return Integer;
-- position of N within L counting from 0
-- N not in L => return -1
procedure Nconc (L : in out Seq_Type; T : Tree);
-- equivalent to L := NCONC (L, CONS (T, make))
function Get_Seq_Type (List_Element : Tree) return Seq_Type;
--| pre-condition: arity (as_parent (list_element)) = arbitrary.
procedure Insert (Parent : Tree; Node : Tree; Position : Natural);
-- Inserts NODE after the POSITION'th element in the AS_LIST of
-- PARENT. (POSITION = 0) => NODE is new head of list.
-- operations on DIANA.SEQUENCE.
function List (N1 : Tree) return Sequence;
function List (N1, N2 : Tree) return Sequence;
function List (N1, N2, N3 : Tree) return Sequence;
function List (N1, N2, N3, N4 : Tree) return Sequence;
function List (N1, N2, N3, N4, N5 : Tree) return Sequence;
function Length (L : Sequence) return Integer;
function Length_Is_One (L : Sequence) return Boolean;
function Arity (L : Sequence) return List_Arity;
function Is_Member (N : Tree; L : Sequence) return Boolean;
-- test if N occurs on list L
function Id_Is_Member
(Id_Node : Tree; Id_List : Sequence) return Boolean;
-- test if an id with name of ID_NODE occurs on ID_LIST
function Append (L1, L2 : Sequence) return Sequence;
-- lisp append, L1 is copied, L2 is attached to copy which is returned
function Nconc (L1, L2 : Sequence) return Sequence;
-- lisp nconc, L2 is attached to LAST (L1), L1 returned
-- is_empty (L1) => return L2;
function Concat (L1, L2 : Sequence) return Sequence;
-- L1 and L2 are copied then nconc'ed
function Invert (L : Sequence) return Sequence;
-- lisp reverse, makes new copy of list (reverse is a keyword)
function Jth (L : Sequence; J : Integer) return Tree;
-- returns J'th member of L
-- in J > 0 and LENGTH (L) >= J
function Last (L : Sequence) return Sequence;
-- returns list part of last member of L
-- is_empty (L) => return make
function Pos (N : Tree; L : Sequence) return Integer;
-- position of N within L counting from 0
-- N not in L => return -1
procedure Nconc (L : in out Sequence; T : Tree);
-- equivalent to L := NCONC (L, CONS (T, make))
-- operations on DIANA.TEMP_SEQ
function List (N1 : Tree) return Temp_Seq;
function List (N1, N2 : Tree) return Temp_Seq;
function List (N1, N2, N3 : Tree) return Temp_Seq;
function List (N1, N2, N3, N4 : Tree) return Temp_Seq;
function List (N1, N2, N3, N4, N5 : Tree) return Temp_Seq;
function Length (L : Temp_Seq) return Integer;
function Length_Is_One (L : Temp_Seq) return Boolean;
function Arity (L : Temp_Seq) return List_Arity;
function Is_Member (N : Tree; L : Temp_Seq) return Boolean;
-- test if N occurs on list L
function Id_Is_Member
(Id_Node : Tree; Id_List : Temp_Seq) return Boolean;
-- test if an id with name of ID_NODE occurs on ID_LIST
function Append (L1, L2 : Temp_Seq) return Temp_Seq;
function Append (L1 : Sequence; L2 : Temp_Seq) return Temp_Seq;
-- lisp append, L1 is copied, L2 is attached to copy which is returned
function Nconc (L1, L2 : Temp_Seq) return Temp_Seq;
-- lisp nconc, L2 is attached to LAST (L1), L1 returned
-- is_empty (L1) => return L2;
function Concat (L1, L2 : Temp_Seq) return Temp_Seq;
-- L1 and L2 are copied then nconc'ed
function Invert (L : Temp_Seq) return Temp_Seq;
-- lisp reverse, makes new copy of list (reverse is a keyword)
function Jth (L : Temp_Seq; J : Integer) return Tree;
-- returns J'th member of L
-- in J > 0 and LENGTH (L) >= J
function Last (L : Temp_Seq) return Temp_Seq;
-- returns list part of last member of L
-- is_empty (L) => return make
function Pos (N : Tree; L : Temp_Seq) return Integer;
-- position of N within L counting from 0
-- N not in L => return -1
procedure Nconc (L : in out Temp_Seq; T : Tree);
-- equivalent to L := NCONC (L, CONS (T, make))
procedure Insert (Parent : Tree; Node : Tree; After : Diana.Tree);
-- Inserts NODE after AFTER in the AS_LIST of PARENT.
-- is_empty (AFTER) => node is new head of list.
end List_Utilities;
---------------------------------------------------------------------------
package Id_Utilities is
procedure Set_Trace;
procedure Reset_Trace;
function Comp_Unit_Id (Comp_Unit : Tree) return Tree;
-- Returns the Id for a comp unit.
function Unit_Id (Unit : Tree) return Tree;
-- Returns the Id or Designator as appropriate for
-- a given program unit item.
function Get_Id (Decl_Node : Diana.Tree) return Diana.Tree;
-- get the id out of anything that has a single id
function Is_Predefined (Id_Node : Tree) return Boolean;
function Get_Defn (Name : Tree) return Tree;
-- Given a using occurence or selected, returns the defining occurence.
function Enclosing_Declaration (Id : Tree) return Tree;
-- Finds the nearest enclosing declaration (item).
function First_Def_Id
(Item : Tree; Iterate : Boolean := True) return Tree;
function Next_Def_Id (Def_Id : Tree) return Tree;
-- These two functions allow traversal of the entities in a
-- Decl_s or Item_s. Each Def_id will be visited to account for
-- multiple object declarations (x,y:t). This only visits the
-- def_ids for the explicit declarations at the top level.
-- Does not go inside enumaration type declarations, visit
-- implicit operators, visit parameters or record fields, etc.
-- The optional iterate parameter causes first_def_id to
-- search down the Item_s if Item is a use clause or some
-- item which does not have an id.
function First (Id : Diana.Tree) return Diana.Tree;
-- Given a defining occurence, returns the first occurence.
function Flatten (Name : Diana.Tree) return Diana.Sequence;
function Fully_Qualified_Name
(Def_Id : Diana.Tree) return Diana.Sequence;
-- The following functions retrieve all visible entities.
function All_Ids_Of
(Decl_List : Tree; Until_Stub : Symbol_Rep := Null_Text)
return Sequence;
function All_Ids_Of
(Decl_List : Tree; Until_Decl : Tree) return Sequence;
function All_Ids_In_Visible_Part (Package_Spec : Tree) return Sequence;
function All_Ids_In_Private_Part (Package_Spec : Tree) return Sequence;
function All_Ids_In_Task_Spec (Task_Spec : Tree) return Sequence;
function All_Param_Ids_Of (Params : Tree) return Sequence;
function All_Field_Ids_Of (Component_List : Tree) return Sequence;
function All_Label_Ids_Of (Block_Node : Tree) return Sequence;
function All_Named_Stm_Ids_Of (Block_Node : Tree) return Sequence;
function All_Ids_In_Block (Block_Node : Tree; Is_Unit : Boolean := True)
return Sequence;
end Id_Utilities;
---------------------------------------------------------------------------
generic
with procedure Put (S : String);
with procedure New_Line;
with procedure Print_Other_Attrs
(Node : Diana.Tree; Indentation : Integer);
package Symbolic_Io is
procedure Output (List : Diana.Sequence;
With_Attributes : Boolean := True);
procedure Output (Node : Diana.Tree; With_Attributes : Boolean := True);
end Symbolic_Io;
---------------------------------------------------------------------------
package Attr_Names is
function Attr_Address return Symbol_Rep;
function Attr_Base return Symbol_Rep;
function Attr_Size return Symbol_Rep;
function Attr_First return Symbol_Rep;
function Attr_Last return Symbol_Rep;
function Attr_Image return Symbol_Rep;
function Attr_Value return Symbol_Rep;
function Attr_Pos return Symbol_Rep;
function Attr_Val return Symbol_Rep;
function Attr_Pred return Symbol_Rep;
function Attr_Succ return Symbol_Rep;
function Attr_Delta return Symbol_Rep;
function Attr_Machine_Rounds return Symbol_Rep;
function Attr_Digits return Symbol_Rep;
function Attr_Mantissa return Symbol_Rep;
function Attr_Emax return Symbol_Rep;
function Attr_Small return Symbol_Rep;
function Attr_Large return Symbol_Rep;
function Attr_Epsilon return Symbol_Rep;
function Attr_Machine_Radix return Symbol_Rep;
function Attr_Machine_Emax return Symbol_Rep;
function Attr_Machine_Emin return Symbol_Rep;
function Attr_Length return Symbol_Rep;
function Attr_Range return Symbol_Rep;
function Attr_Constrained return Symbol_Rep;
function Attr_Position return Symbol_Rep;
function Attr_First_Bit return Symbol_Rep;
function Attr_Last_Bit return Symbol_Rep;
function Attr_Storage_Size return Symbol_Rep;
function Attr_Terminated return Symbol_Rep;
function Attr_Count return Symbol_Rep;
function Attr_Machine_Mantissa return Symbol_Rep;
function Attr_Machine_Overflows return Symbol_Rep;
function Attr_Aft return Symbol_Rep;
function Attr_Callable return Symbol_Rep;
function Attr_Fore return Symbol_Rep;
function Attr_Safe_Emax return Symbol_Rep;
function Attr_Safe_Large return Symbol_Rep;
function Attr_Safe_Small return Symbol_Rep;
function Attr_Width return Symbol_Rep;
end Attr_Names;
package Pragma_Names is
function Priority return Symbol_Rep;
function Memory_Size return Symbol_Rep;
function Suppress return Symbol_Rep;
function Inline return Symbol_Rep;
function List return Symbol_Rep;
function Pack return Symbol_Rep;
function Storage_Unit return Symbol_Rep;
function Optimize return Symbol_Rep;
function Interface return Symbol_Rep;
function System_Name return Symbol_Rep;
function Controlled return Symbol_Rep;
function Elaborate return Symbol_Rep;
function Page return Symbol_Rep;
function Shared return Symbol_Rep;
end Pragma_Names;
package Operator_Names is
function Abs_Op return Symbol_Rep;
function Plus_Op return Symbol_Rep;
function Minus_Op return Symbol_Rep;
function Times_Op return Symbol_Rep;
function Divide_Op return Symbol_Rep;
function Mod_Op return Symbol_Rep;
function Rem_Op return Symbol_Rep;
function Exp_Op return Symbol_Rep;
function And_Op return Symbol_Rep;
function Or_Op return Symbol_Rep;
function Xor_Op return Symbol_Rep;
function Not_Op return Symbol_Rep;
function Eq_Op return Symbol_Rep;
function Ne_Op return Symbol_Rep;
function Lt_Op return Symbol_Rep;
function Gt_Op return Symbol_Rep;
function Ge_Op return Symbol_Rep;
function Le_Op return Symbol_Rep;
function Concat_Op return Symbol_Rep;
function Operators (Index : Positive) return Symbol_Rep;
end Operator_Names;
package Check_Names is
function Access_Check return Symbol_Rep;
function Discriminant_Check return Symbol_Rep;
function Index_Check return Symbol_Rep;
function Length_Check return Symbol_Rep;
function Range_Check return Symbol_Rep;
function Division_Check return Symbol_Rep;
function Overflow_Check return Symbol_Rep;
function Elaboration_Check return Symbol_Rep;
function Storage_Check return Symbol_Rep;
end Check_Names;
package Exception_Names is
function Constraint_Err return Symbol_Rep;
function Numeric_Err return Symbol_Rep;
function Storage_Err return Symbol_Rep;
function Tasking_Err return Symbol_Rep;
function Program_Err return Symbol_Rep;
end Exception_Names;
---------------------------------------------------------------------------
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Tree;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Seq_Type;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Sequence;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Symbol_Rep;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Number_Rep;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Comment;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Attr_Name;
function Convert (Segment : System.Segment; Offset : System.Bit_Offset)
return Attr_List;
function Convert (Node : Tree) return System.Address;
---------------------------------------------------------------------------
function Node_Size (T : Diana.Tree) return Integer;
function Node_Size (S : Diana.Seq_Type) return Integer;
function Node_Size (S : Diana.Sequence) return Integer;
function Node_Size (S : Diana.Temp_Seq) return Integer;
function Node_Size (L : Attr_List) return Integer;
function Size (S : Diana.Symbol_Rep) return Integer;
function Size (S : Diana.Number_Rep) return Integer;
function Size (S : Diana.Sequence) return Integer;
function Size (S : Diana.Temp_Seq) return Integer;
function Hash (S : Diana.Seq_Type) return Long_Integer;
function Hash (S : Diana.Sequence) return Long_Integer;
function Hash (S : Diana.Temp_Seq) return Long_Integer;
---------------------------------------------------------------------------
-- Operator type
type Operator is
(No_Operation, Boolean_Eq, Boolean_Ne,
Boolean_Lt, Boolean_Le, Boolean_Gt, Boolean_Ge,
Boolean_And, Boolean_Or, Boolean_Xor, Boolean_Not,
Other_Boolean_Eq, Other_Boolean_Ne, Other_Boolean_Lt,
Other_Boolean_Le, Other_Boolean_Gt, Other_Boolean_Ge,
Other_Boolean_And, Other_Boolean_Or,
Other_Boolean_Xor, Other_Boolean_Not,
Integer_Eq, Integer_Ne, Integer_Lt, Integer_Le, Integer_Gt, Integer_Ge,
Integer_Plus, Integer_Neg, Integer_Abs,
Integer_Add, Integer_Sub, Integer_Mul,
Integer_Div, Integer_Mod, Integer_Rem,
Integer_Exp,
Short_Integer_Eq, Short_Integer_Ne, Short_Integer_Lt,
Short_Integer_Le, Short_Integer_Gt, Short_Integer_Ge,
Short_Integer_Plus, Short_Integer_Neg, Short_Integer_Abs,
Short_Integer_Add, Short_Integer_Sub, Short_Integer_Mul,
Short_Integer_Div, Short_Integer_Mod, Short_Integer_Rem,
Short_Integer_Exp,
Short_Short_Integer_Eq, Short_Short_Integer_Ne, Short_Short_Integer_Lt,
Short_Short_Integer_Le, Short_Short_Integer_Gt, Short_Short_Integer_Ge,
Short_Short_Integer_Plus,
Short_Short_Integer_Neg, Short_Short_Integer_Abs,
Short_Short_Integer_Add, Short_Short_Integer_Sub,
Short_Short_Integer_Mul, Short_Short_Integer_Div,
Short_Short_Integer_Mod, Short_Short_Integer_Rem,
Short_Short_Integer_Exp,
Long_Integer_Eq, Long_Integer_Ne, Long_Integer_Lt,
Long_Integer_Le, Long_Integer_Gt, Long_Integer_Ge,
Long_Integer_Plus, Long_Integer_Neg, Long_Integer_Abs,
Long_Integer_Add, Long_Integer_Sub, Long_Integer_Mul,
Long_Integer_Div, Long_Integer_Mod, Long_Integer_Rem,
Long_Integer_Exp,
Long_Long_Integer_Eq, Long_Long_Integer_Ne, Long_Long_Integer_Lt,
Long_Long_Integer_Le, Long_Long_Integer_Gt, Long_Long_Integer_Ge,
Long_Long_Integer_Plus, Long_Long_Integer_Neg, Long_Long_Integer_Abs,
Long_Long_Integer_Add, Long_Long_Integer_Sub, Long_Long_Integer_Mul,
Long_Long_Integer_Div, Long_Long_Integer_Mod, Long_Long_Integer_Rem,
Long_Long_Integer_Exp,
Formal_Integer_Eq, Formal_Integer_Ne, Formal_Integer_Lt,
Formal_Integer_Le, Formal_Integer_Gt, Formal_Integer_Ge,
Formal_Integer_Plus, Formal_Integer_Neg, Formal_Integer_Abs,
Formal_Integer_Add, Formal_Integer_Sub, Formal_Integer_Mul,
Formal_Integer_Div, Formal_Integer_Mod, Formal_Integer_Rem,
Formal_Integer_Exp,
Universal_Integer_Eq, Universal_Integer_Ne, Universal_Integer_Lt,
Universal_Integer_Le, Universal_Integer_Gt, Universal_Integer_Ge,
Universal_Integer_Plus, Universal_Integer_Neg, Universal_Integer_Abs,
Universal_Integer_Add, Universal_Integer_Sub, Universal_Integer_Mul,
Universal_Integer_Div, Universal_Integer_Mod, Universal_Integer_Rem,
Universal_Integer_Exp,
Other_Integer_Eq, Other_Integer_Ne, Other_Integer_Lt,
Other_Integer_Le, Other_Integer_Gt, Other_Integer_Ge,
Other_Integer_Plus, Other_Integer_Neg, Other_Integer_Abs,
Other_Integer_Add, Other_Integer_Sub, Other_Integer_Mul,
Other_Integer_Div, Other_Integer_Mod, Other_Integer_Rem,
Other_Integer_Exp,
Float_Eq, Float_Ne, Float_Lt, Float_Le, Float_Gt, Float_Ge,
Float_Plus, Float_Neg, Float_Abs,
Float_Add, Float_Sub, Float_Mul, Float_Div,
Float_Exp,
Short_Float_Eq, Short_Float_Ne, Short_Float_Lt,
Short_Float_Le, Short_Float_Gt, Short_Float_Ge,
Short_Float_Plus, Short_Float_Neg, Short_Float_Abs,
Short_Float_Add, Short_Float_Sub, Short_Float_Mul, Short_Float_Div,
Short_Float_Exp,
Short_Short_Float_Eq, Short_Short_Float_Ne, Short_Short_Float_Lt,
Short_Short_Float_Le, Short_Short_Float_Gt, Short_Short_Float_Ge,
Short_Short_Float_Plus, Short_Short_Float_Neg, Short_Short_Float_Abs,
Short_Short_Float_Add, Short_Short_Float_Sub,
Short_Short_Float_Mul, Short_Short_Float_Div,
Short_Short_Float_Exp,
Long_Float_Eq, Long_Float_Ne, Long_Float_Lt,
Long_Float_Le, Long_Float_Gt, Long_Float_Ge,
Long_Float_Plus, Long_Float_Neg, Long_Float_Abs,
Long_Float_Add, Long_Float_Sub, Long_Float_Mul, Long_Float_Div,
Long_Float_Exp,
Long_Long_Float_Eq, Long_Long_Float_Ne, Long_Long_Float_Lt,
Long_Long_Float_Le, Long_Long_Float_Gt, Long_Long_Float_Ge,
Long_Long_Float_Plus, Long_Long_Float_Neg, Long_Long_Float_Abs,
Long_Long_Float_Add, Long_Long_Float_Sub,
Long_Long_Float_Mul, Long_Long_Float_Div,
Long_Long_Float_Exp,
Formal_Float_Eq, Formal_Float_Ne, Formal_Float_Lt,
Formal_Float_Le, Formal_Float_Gt, Formal_Float_Ge,
Formal_Float_Plus, Formal_Float_Neg, Formal_Float_Abs,
Formal_Float_Add, Formal_Float_Sub, Formal_Float_Mul, Formal_Float_Div,
Formal_Float_Exp,
Universal_Real_Eq, Universal_Real_Ne, Universal_Real_Lt,
Universal_Real_Le, Universal_Real_Gt, Universal_Real_Ge,
Universal_Real_Plus, Universal_Real_Neg, Universal_Real_Abs,
Universal_Real_Add, Universal_Real_Sub,
Universal_Real_Mul, Universal_Real_Div,
Universal_Real_Exp,
Universal_Integer_Real_Mul, Universal_Real_Integer_Mul,
Universal_Real_Integer_Div,
Universal_Fixed_Mul, Universal_Fixed_Div,
Duration_Eq, Duration_Ne, Duration_Lt,
Duration_Le, Duration_Gt, Duration_Ge,
Duration_Plus, Duration_Neg, Duration_Abs,
Duration_Add, Duration_Sub, Duration_Integer_Mul,
Integer_Duration_Mul, Duration_Integer_Div,
Formal_Fixed_Eq, Formal_Fixed_Ne, Formal_Fixed_Lt,
Formal_Fixed_Le, Formal_Fixed_Gt, Formal_Fixed_Ge,
Formal_Fixed_Plus, Formal_Fixed_Neg, Formal_Fixed_Abs,
Formal_Fixed_Add, Formal_Fixed_Sub, Formal_Fixed_Integer_Mul,
Integer_Formal_Fixed_Mul, Formal_Fixed_Integer_Div,
Other_Fixed_Eq, Other_Fixed_Ne, Other_Fixed_Lt,
Other_Fixed_Le, Other_Fixed_Gt, Other_Fixed_Ge,
Other_Fixed_Plus, Other_Fixed_Neg, Other_Fixed_Abs,
Other_Fixed_Add, Other_Fixed_Sub, Other_Fixed_Integer_Mul,
Integer_Other_Fixed_Mul, Other_Fixed_Integer_Div,
Character_Eq, Character_Ne, Character_Lt,
Character_Le, Character_Gt, Character_Ge,
Enumeration_Eq, Enumeration_Ne, Enumeration_Lt,
Enumeration_Le, Enumeration_Gt, Enumeration_Ge,
Formal_Discrete_Eq, Formal_Discrete_Ne, Formal_Discrete_Lt,
Formal_Discrete_Le, Formal_Discrete_Gt, Formal_Discrete_Ge,
String_Eq, String_Ne, String_Lt, String_Le, String_Gt, String_Ge,
String_String_Cat, String_Character_Cat,
Character_String_Cat, Character_Character_Cat,
One_Dim_Array_Eq, One_Dim_Array_Ne,
One_Dim_Discrete_Array_Lt, One_Dim_Discrete_Array_Le,
One_Dim_Discrete_Array_Gt, One_Dim_Discrete_Array_Ge,
One_Dim_Boolean_Array_Not, One_Dim_Boolean_Array_And,
One_Dim_Boolean_Array_Or, One_Dim_Boolean_Array_Xor,
One_Dim_Array_Array_Cat, One_Dim_Array_Element_Cat,
One_Dim_Element_Array_Cat, One_Dim_Element_Element_Cat,
Multi_Dim_Array_Eq, Multi_Dim_Array_Ne,
One_Dim_Formal_Array_Eq, One_Dim_Formal_Array_Ne,
One_Dim_Discrete_Formal_Array_Lt, One_Dim_Discrete_Formal_Array_Le,
One_Dim_Discrete_Formal_Array_Gt, One_Dim_Discrete_Formal_Array_Ge,
One_Dim_Boolean_Formal_Array_Not, One_Dim_Boolean_Formal_Array_And,
One_Dim_Boolean_Formal_Array_Or, One_Dim_Boolean_Formal_Array_Xor,
One_Dim_Formal_Array_Array_Cat, One_Dim_Formal_Array_Element_Cat,
One_Dim_Formal_Element_Array_Cat, One_Dim_Formal_Element_Element_Cat,
Multi_Dim_Formal_Array_Eq, Multi_Dim_Formal_Array_Ne,
Record_Eq, Record_Ne,
Access_Eq, Access_Ne,
Formal_Access_Eq, Formal_Access_Ne,
Private_Eq, Private_Ne,
Formal_Private_Eq, Formal_Private_Ne);
procedure Sm_Operator (T : Tree; V : Operator);
function Sm_Operator (T : Tree) return Operator;
procedure Sm_Operator_Value (T : Tree; V : Operator);
function Sm_Operator_Value (T : Tree) return Operator;
---------------------------------------------------------------------------
-- Line Count attribute for pretty printer.
type Line_Count is new Integer range 0 .. 2 ** 24 - 1;
function Lx_Line_Count (T : Tree) return Line_Count;
procedure Lx_Line_Count (T : Tree; V : Line_Count);
-- Predicates to facilitate efficient traversal of structural
-- lists.
function Is_In_List (T : Diana.Tree) return Boolean;
-- returns true iff T is a member of a structural list, i.e.
-- iff T = Diana.Head (S) for some seq_type value S.
function Is_At_Lists_End (T : Diana.Tree) return Boolean;
---------------------------------------------------------------------------
package Id_Table_Attrs is
function Has_Sm_Seqnum (Id : Diana.Tree) return Boolean;
procedure Sm_Seqnum (Id : Diana.Tree; Seqnum : Integer);
function Sm_Seqnum (Id : Diana.Tree) return Integer;
procedure Sm_Id_Table (Decl_Regn : Diana.Tree; Value : Id_Table.Id_Map);
function Sm_Id_Table (Decl_Regn : Diana.Tree) return Id_Table.Id_Map;
function Has_Sm_Id_Table (Decl_Regn : Diana.Tree) return Boolean;
end Id_Table_Attrs;
---------------------------------------------------------------------------
type Decl_Number is range 0 .. 4095;
type Decl_Number_Mask_Array is array (Decl_Number) of Boolean;
type Decl_Number_Mask is access Decl_Number_Mask_Array;
pragma Segmented_Heap (Decl_Number_Mask);
---------------------------------------------------------------------------
type Tree_Vector is array (Positive range <>) of Diana.Tree;
function Is_Comment (Node : Diana.Tree) return Boolean;
type Declaration_Number is new Natural;
type Declaration_Number_Mask_Array is
array (Declaration_Number range <>) of Boolean;
type Declaration_Number_Mask is access Declaration_Number_Mask_Array;
pragma Segmented_Heap (Declaration_Number_Mask);
function Has_Lx_Line_Count (T : Diana.Tree) return Boolean;
end Diana;
pragma Cache_Register (Diana, 11);