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311 lines
10 KiB
C
311 lines
10 KiB
C
/* Sort array of link maps according to dependencies.
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Copyright (C) 2017-2024 Free Software Foundation, Inc.
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This file is part of the GNU C Library.
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The GNU C Library is free software; you can redistribute it and/or
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modify it under the terms of the GNU Lesser General Public
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License as published by the Free Software Foundation; either
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version 2.1 of the License, or (at your option) any later version.
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The GNU C Library is distributed in the hope that it will be useful,
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but WITHOUT ANY WARRANTY; without even the implied warranty of
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MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
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Lesser General Public License for more details.
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You should have received a copy of the GNU Lesser General Public
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License along with the GNU C Library; if not, see
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<https://www.gnu.org/licenses/>. */
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#include <assert.h>
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#include <ldsodefs.h>
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#include <elf/dl-tunables.h>
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/* Note: this is the older, "original" sorting algorithm, being used as
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default up to 2.35.
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Sort array MAPS according to dependencies of the contained objects.
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If FOR_FINI is true, this is called for finishing an object. */
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static void
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_dl_sort_maps_original (struct link_map **maps, unsigned int nmaps,
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bool force_first, bool for_fini)
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{
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/* Allows caller to do the common optimization of skipping the first map,
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usually the main binary. */
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maps += force_first;
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nmaps -= force_first;
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/* A list of one element need not be sorted. */
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if (nmaps <= 1)
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return;
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unsigned int i = 0;
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uint16_t seen[nmaps];
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memset (seen, 0, nmaps * sizeof (seen[0]));
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while (1)
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{
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/* Keep track of which object we looked at this round. */
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++seen[i];
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struct link_map *thisp = maps[i];
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if (__glibc_unlikely (for_fini))
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{
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/* Do not handle ld.so in secondary namespaces and objects which
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are not removed. */
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if (thisp != thisp->l_real || thisp->l_idx == -1)
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goto skip;
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}
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/* Find the last object in the list for which the current one is
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a dependency and move the current object behind the object
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with the dependency. */
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unsigned int k = nmaps - 1;
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while (k > i)
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{
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struct link_map **runp = maps[k]->l_initfini;
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if (runp != NULL)
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/* Look through the dependencies of the object. */
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while (*runp != NULL)
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if (__glibc_unlikely (*runp++ == thisp))
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{
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move:
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/* Move the current object to the back past the last
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object with it as the dependency. */
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memmove (&maps[i], &maps[i + 1],
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(k - i) * sizeof (maps[0]));
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maps[k] = thisp;
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if (seen[i + 1] > nmaps - i)
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{
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++i;
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goto next_clear;
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}
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uint16_t this_seen = seen[i];
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memmove (&seen[i], &seen[i + 1], (k - i) * sizeof (seen[0]));
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seen[k] = this_seen;
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goto next;
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}
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if (__glibc_unlikely (for_fini && maps[k]->l_reldeps != NULL))
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{
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unsigned int m = maps[k]->l_reldeps->act;
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struct link_map **relmaps = &maps[k]->l_reldeps->list[0];
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/* Look through the relocation dependencies of the object. */
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while (m-- > 0)
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if (__glibc_unlikely (relmaps[m] == thisp))
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{
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/* If a cycle exists with a link time dependency,
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preserve the latter. */
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struct link_map **runp = thisp->l_initfini;
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if (runp != NULL)
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while (*runp != NULL)
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if (__glibc_unlikely (*runp++ == maps[k]))
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goto ignore;
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goto move;
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}
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ignore:;
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}
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--k;
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}
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skip:
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if (++i == nmaps)
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break;
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next_clear:
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memset (&seen[i], 0, (nmaps - i) * sizeof (seen[0]));
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next:;
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}
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}
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/* We use a recursive function due to its better clarity and ease of
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implementation, as well as faster execution speed. We already use
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alloca() for list allocation during the breadth-first search of
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dependencies in _dl_map_object_deps(), and this should be on the
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same order of worst-case stack usage.
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Note: the '*rpo' parameter is supposed to point to one past the
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last element of the array where we save the sort results, and is
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decremented before storing the current map at each level. */
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static void
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dfs_traversal (struct link_map ***rpo, struct link_map *map,
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bool *do_reldeps)
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{
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/* _dl_map_object_deps ignores l_faked objects when calculating the
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number of maps before calling _dl_sort_maps, ignore them as well. */
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if (map->l_visited || map->l_faked)
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return;
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map->l_visited = 1;
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if (map->l_initfini)
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{
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for (int i = 0; map->l_initfini[i] != NULL; i++)
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{
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struct link_map *dep = map->l_initfini[i];
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if (dep->l_visited == 0
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&& dep->l_main_map == 0)
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dfs_traversal (rpo, dep, do_reldeps);
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}
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}
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if (__glibc_unlikely (do_reldeps != NULL && map->l_reldeps != NULL))
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{
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/* Indicate that we encountered relocation dependencies during
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traversal. */
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*do_reldeps = true;
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for (int m = map->l_reldeps->act - 1; m >= 0; m--)
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{
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struct link_map *dep = map->l_reldeps->list[m];
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if (dep->l_visited == 0
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&& dep->l_main_map == 0)
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dfs_traversal (rpo, dep, do_reldeps);
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}
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}
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*rpo -= 1;
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**rpo = map;
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}
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/* Topologically sort array MAPS according to dependencies of the contained
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objects. */
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static void
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_dl_sort_maps_dfs (struct link_map **maps, unsigned int nmaps,
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bool force_first, bool for_fini)
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{
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struct link_map *first_map = maps[0];
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for (int i = nmaps - 1; i >= 0; i--)
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maps[i]->l_visited = 0;
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/* We apply DFS traversal for each of maps[i] until the whole total order
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is found and we're at the start of the Reverse-Postorder (RPO) sequence,
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which is a topological sort.
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We go from maps[nmaps - 1] backwards towards maps[0] at this level.
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Due to the breadth-first search (BFS) ordering we receive, going
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backwards usually gives a more shallow depth-first recursion depth,
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adding more stack usage safety. Also, combined with the natural
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processing order of l_initfini[] at each node during DFS, this maintains
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an ordering closer to the original link ordering in the sorting results
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under most simpler cases.
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Another reason we order the top level backwards, it that maps[0] is
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usually exactly the main object of which we're in the midst of
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_dl_map_object_deps() processing, and maps[0]->l_initfini[] is still
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blank. If we start the traversal from maps[0], since having no
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dependencies yet filled in, maps[0] will always be immediately
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incorrectly placed at the last place in the order (first in reverse).
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Adjusting the order so that maps[0] is last traversed naturally avoids
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this problem.
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To summarize, just passing in the full list, and iterating from back
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to front makes things much more straightforward. */
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/* Array to hold RPO sorting results, before we copy back to maps[]. */
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struct link_map *rpo[nmaps];
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/* The 'head' position during each DFS iteration. Note that we start at
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one past the last element due to first-decrement-then-store (see the
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bottom of above dfs_traversal() routine). */
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struct link_map **rpo_head = &rpo[nmaps];
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bool do_reldeps = false;
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bool *do_reldeps_ref = (for_fini ? &do_reldeps : NULL);
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for (int i = nmaps - 1; i >= 0; i--)
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{
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dfs_traversal (&rpo_head, maps[i], do_reldeps_ref);
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/* We can break early if all objects are already placed. */
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if (rpo_head == rpo)
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goto end;
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}
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assert (rpo_head == rpo);
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end:
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/* Here we may do a second pass of sorting, using only l_initfini[]
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static dependency links. This is avoided if !FOR_FINI or if we didn't
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find any reldeps in the first DFS traversal.
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The reason we do this is: while it is unspecified how circular
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dependencies should be handled, the presumed reasonable behavior is to
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have destructors to respect static dependency links as much as possible,
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overriding reldeps if needed. And the first sorting pass, which takes
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l_initfini/l_reldeps links equally, may not preserve this priority.
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Hence we do a 2nd sorting pass, taking only DT_NEEDED links into account
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(see how the do_reldeps argument to dfs_traversal() is NULL below). */
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if (do_reldeps)
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{
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for (int i = nmaps - 1; i >= 0; i--)
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rpo[i]->l_visited = 0;
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struct link_map **maps_head = &maps[nmaps];
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for (int i = nmaps - 1; i >= 0; i--)
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{
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dfs_traversal (&maps_head, rpo[i], NULL);
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/* We can break early if all objects are already placed.
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The below memcpy is not needed in the do_reldeps case here,
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since we wrote back to maps[] during DFS traversal. */
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if (maps_head == maps)
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break;
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}
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assert (maps_head == maps);
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}
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else
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memcpy (maps, rpo, sizeof (struct link_map *) * nmaps);
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/* Skipping the first object at maps[0] is not valid in general,
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since traversing along object dependency-links may "find" that
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first object even when it is not included in the initial order
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(e.g., a dlopen'ed shared object can have circular dependencies
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linked back to itself). In such a case, traversing N-1 objects
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will create a N-object result, and raise problems. Instead,
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force the object back into first place after sorting. This naive
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approach may introduce further dependency ordering violations
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compared to rotating the cycle until the first map is again in
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the first position, but as there is a cycle, at least one
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violation is already present. */
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if (force_first && maps[0] != first_map)
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{
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int i;
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for (i = 0; maps[i] != first_map; ++i)
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;
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assert (i < nmaps);
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memmove (&maps[1], maps, i * sizeof (maps[0]));
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maps[0] = first_map;
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}
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}
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void
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_dl_sort_maps_init (void)
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{
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int32_t algorithm = TUNABLE_GET (glibc, rtld, dynamic_sort, int32_t, NULL);
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GLRO(dl_dso_sort_algo) = algorithm == 1 ? dso_sort_algorithm_original
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: dso_sort_algorithm_dfs;
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}
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void
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_dl_sort_maps (struct link_map **maps, unsigned int nmaps,
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bool force_first, bool for_fini)
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{
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/* It can be tempting to use a static function pointer to store and call
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the current selected sorting algorithm routine, but experimentation
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shows that current processors still do not handle indirect branches
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that efficiently, plus a static function pointer will involve
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PTR_MANGLE/DEMANGLE, further impairing performance of small, common
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input cases. A simple if-case with direct function calls appears to
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be the fastest. */
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if (__glibc_likely (GLRO(dl_dso_sort_algo) == dso_sort_algorithm_original))
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_dl_sort_maps_original (maps, nmaps, force_first, for_fini);
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else
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_dl_sort_maps_dfs (maps, nmaps, force_first, for_fini);
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}
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