2014-10-10 Robert Dewar <dewar@adacore.com>
[official-gcc.git] / gcc / ada / elists.ads
blob3353b9cd17fa5445eccecb684d3c29a5acb92ae2
1 ------------------------------------------------------------------------------
2 -- --
3 -- GNAT COMPILER COMPONENTS --
4 -- --
5 -- E L I S T S --
6 -- --
7 -- S p e c --
8 -- --
9 -- Copyright (C) 1992-2014, Free Software Foundation, Inc. --
10 -- --
11 -- GNAT is free software; you can redistribute it and/or modify it under --
12 -- terms of the GNU General Public License as published by the Free Soft- --
13 -- ware Foundation; either version 3, or (at your option) any later ver- --
14 -- sion. GNAT is distributed in the hope that it will be useful, but WITH- --
15 -- OUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY --
16 -- or FITNESS FOR A PARTICULAR PURPOSE. --
17 -- --
18 -- As a special exception under Section 7 of GPL version 3, you are granted --
19 -- additional permissions described in the GCC Runtime Library Exception, --
20 -- version 3.1, as published by the Free Software Foundation. --
21 -- --
22 -- You should have received a copy of the GNU General Public License and --
23 -- a copy of the GCC Runtime Library Exception along with this program; --
24 -- see the files COPYING3 and COPYING.RUNTIME respectively. If not, see --
25 -- <http://www.gnu.org/licenses/>. --
26 -- --
27 -- GNAT was originally developed by the GNAT team at New York University. --
28 -- Extensive contributions were provided by Ada Core Technologies Inc. --
29 -- --
30 ------------------------------------------------------------------------------
32 -- This package provides facilities for manipulating lists of nodes (see
33 -- package Atree for format and implementation of tree nodes). Separate list
34 -- elements are allocated to represent elements of these lists, so it is
35 -- possible for a given node to be on more than one element list at a time.
36 -- See also package Nlists, which provides another form that is threaded
37 -- through the nodes themselves (using the Link field), which is more time
38 -- and space efficient, but a node can be only one such list.
40 with Types; use Types;
41 with System;
43 package Elists is
45 -- An element list is represented by a header that is allocated in the
46 -- Elist header table. This header contains pointers to the first and
47 -- last elements in the list, or to No_Elmt if the list is empty.
49 -- The elements in the list each contain a pointer to the next element
50 -- and a pointer to the referenced node. Putting a node into an element
51 -- list causes no change at all to the node itself, so a node may be
52 -- included in multiple element lists, and the nodes thus included may
53 -- or may not be elements of node lists (see package Nlists).
55 procedure Initialize;
56 -- Initialize allocation of element list tables. Called at the start of
57 -- compiling each new main source file. Note that Initialize must not be
58 -- called if Tree_Read is used.
60 procedure Lock;
61 -- Lock tables used for element lists before calling backend
63 procedure Unlock;
64 -- Unlock list tables, in cases where the back end needs to modify them
66 procedure Tree_Read;
67 -- Initializes internal tables from current tree file using the relevant
68 -- Table.Tree_Read routines. Note that Initialize should not be called if
69 -- Tree_Read is used. Tree_Read includes all necessary initialization.
71 procedure Tree_Write;
72 -- Writes out internal tables to current tree file using the relevant
73 -- Table.Tree_Write routines.
75 function Last_Elist_Id return Elist_Id;
76 -- Returns Id of last allocated element list header
78 function Elists_Address return System.Address;
79 -- Return address of Elists table (used in Back_End for Gigi call)
81 function Num_Elists return Nat;
82 -- Number of currently allocated element lists
84 function Last_Elmt_Id return Elmt_Id;
85 -- Returns Id of last allocated list element
87 function Elmts_Address return System.Address;
88 -- Return address of Elmts table (used in Back_End for Gigi call)
90 function Node (Elmt : Elmt_Id) return Node_Or_Entity_Id;
91 pragma Inline (Node);
92 -- Returns the value of a given list element. Returns Empty if Elmt
93 -- is set to No_Elmt.
95 function New_Elmt_List return Elist_Id;
96 -- Creates a new empty element list. Typically this is used to initialize
97 -- a field in some other node which points to an element list where the
98 -- list is then subsequently filled in using Append calls.
100 function First_Elmt (List : Elist_Id) return Elmt_Id;
101 pragma Inline (First_Elmt);
102 -- Obtains the first element of the given element list or, if the list has
103 -- no items, then No_Elmt is returned.
105 function Last_Elmt (List : Elist_Id) return Elmt_Id;
106 pragma Inline (Last_Elmt);
107 -- Obtains the last element of the given element list or, if the list has
108 -- no items, then No_Elmt is returned.
110 function Next_Elmt (Elmt : Elmt_Id) return Elmt_Id;
111 pragma Inline (Next_Elmt);
112 -- This function returns the next element on an element list. The argument
113 -- must be a list element other than No_Elmt. Returns No_Elmt if the given
114 -- element is the last element of the list.
116 procedure Next_Elmt (Elmt : in out Elmt_Id);
117 pragma Inline (Next_Elmt);
118 -- Next_Elmt (Elmt) is equivalent to Elmt := Next_Elmt (Elmt)
120 function Is_Empty_Elmt_List (List : Elist_Id) return Boolean;
121 pragma Inline (Is_Empty_Elmt_List);
122 -- This function determines if a given tree id references an element list
123 -- that contains no items.
125 procedure Append_Elmt (N : Node_Or_Entity_Id; To : Elist_Id);
126 -- Appends N at the end of To, allocating a new element. N must be a
127 -- non-empty node or entity Id, and To must be an Elist (not No_Elist).
129 procedure Append_New_Elmt (N : Node_Or_Entity_Id; To : in out Elist_Id);
130 pragma Inline (Append_New_Elmt);
131 -- Like Append_Elmt if Elist_Id is not No_List, but if Elist_Id is No_List,
132 -- then first assigns it an empty element list and then does the append.
134 procedure Append_Unique_Elmt (N : Node_Or_Entity_Id; To : Elist_Id);
135 -- Like Append_Elmt, except that a check is made to see if To already
136 -- contains N and if so the call has no effect.
138 procedure Prepend_Elmt (N : Node_Or_Entity_Id; To : Elist_Id);
139 -- Appends N at the beginning of To, allocating a new element
141 procedure Insert_Elmt_After (N : Node_Or_Entity_Id; Elmt : Elmt_Id);
142 -- Add a new element (N) right after the pre-existing element Elmt
143 -- It is invalid to call this subprogram with Elmt = No_Elmt.
145 function New_Copy_Elist (List : Elist_Id) return Elist_Id;
146 -- Replicate the contents of a list. Internal list nodes are not shared and
147 -- order of elements is preserved.
149 procedure Replace_Elmt (Elmt : Elmt_Id; New_Node : Node_Or_Entity_Id);
150 pragma Inline (Replace_Elmt);
151 -- Causes the given element of the list to refer to New_Node, the node
152 -- which was previously referred to by Elmt is effectively removed from
153 -- the list and replaced by New_Node.
155 procedure Remove (List : Elist_Id; N : Node_Or_Entity_Id);
156 -- Remove a node or an entity from a list. If the list does not contain the
157 -- item in question, the routine has no effect.
159 procedure Remove_Elmt (List : Elist_Id; Elmt : Elmt_Id);
160 -- Removes Elmt from the given list. The node itself is not affected,
161 -- but the space used by the list element may be (but is not required
162 -- to be) freed for reuse in a subsequent Append_Elmt call.
164 procedure Remove_Last_Elmt (List : Elist_Id);
165 -- Removes the last element of the given list. The node itself is not
166 -- affected, but the space used by the list element may be (but is not
167 -- required to be) freed for reuse in a subsequent Append_Elmt call.
169 function Contains (List : Elist_Id; N : Node_Or_Entity_Id) return Boolean;
170 -- Perform a sequential search to determine whether the given list contains
171 -- a node or an entity.
173 function No (List : Elist_Id) return Boolean;
174 pragma Inline (No);
175 -- Tests given Id for equality with No_Elist. This allows notations like
176 -- "if No (Statements)" as opposed to "if Statements = No_Elist".
178 function Present (List : Elist_Id) return Boolean;
179 pragma Inline (Present);
180 -- Tests given Id for inequality with No_Elist. This allows notations like
181 -- "if Present (Statements)" as opposed to "if Statements /= No_Elist".
183 function No (Elmt : Elmt_Id) return Boolean;
184 pragma Inline (No);
185 -- Tests given Id for equality with No_Elmt. This allows notations like
186 -- "if No (Operation)" as opposed to "if Operation = No_Elmt".
188 function Present (Elmt : Elmt_Id) return Boolean;
189 pragma Inline (Present);
190 -- Tests given Id for inequality with No_Elmt. This allows notations like
191 -- "if Present (Operation)" as opposed to "if Operation /= No_Elmt".
193 end Elists;