| 1 |
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| 2 | |
| 3 | * Latched RB-trees
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| 4 | *
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| 5 | * Copyright (C) 2015 Intel Corp., Peter Zijlstra <[email protected]>
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| 6 | *
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| 7 | * Since RB-trees have non-atomic modifications they're not immediately suited
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| 8 | * for RCU/lockless queries. Even though we made RB-tree lookups non-fatal for
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| 9 | * lockless lookups; we cannot guarantee they return a correct result.
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| 10 | *
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| 11 | * The simplest solution is a seqlock + RB-tree, this will allow lockless
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| 12 | * lookups; but has the constraint (inherent to the seqlock) that read sides
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| 13 | * cannot nest in write sides.
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| 14 | *
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| 15 | * If we need to allow unconditional lookups (say as required for NMI context
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| 16 | * usage) we need a more complex setup; this data structure provides this by
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| 17 | * employing the latch technique -- see @write_seqcount_latch_begin -- to
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| 18 | * implement a latched RB-tree which does allow for unconditional lookups by
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| 19 | * virtue of always having (at least) one stable copy of the tree.
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| 20 | *
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| 21 | * However, while we have the guarantee that there is at all times one stable
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| 22 | * copy, this does not guarantee an iteration will not observe modifications.
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| 23 | * What might have been a stable copy at the start of the iteration, need not
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| 24 | * remain so for the duration of the iteration.
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| 25 | *
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| 26 | * Therefore, this does require a lockless RB-tree iteration to be non-fatal;
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| 27 | * see the comment in lib/rbtree.c. Note however that we only require the first
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| 28 | * condition -- not seeing partial stores -- because the latch thing isolates
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| 29 | * us from loops. If we were to interrupt a modification the lookup would be
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| 30 | * pointed at the stable tree and complete while the modification was halted.
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| 31 |
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| 32 |
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| 33 | #ifndef RB_TREE_LATCH_H
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| 34 | #define RB_TREE_LATCH_H
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| 35 |
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| 36 | #include <linux/rbtree.h>
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| 37 | #include <linux/seqlock.h>
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| 38 | #include <linux/rcupdate.h>
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| 39 |
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| 40 | struct latch_tree_node {
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| 41 | struct rb_node node[2];
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| 42 | };
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| 43 |
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| 44 | struct latch_tree_root {
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| 45 | seqcount_latch_t seq;
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| 46 | struct rb_root tree[2];
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| 47 | };
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| 48 |
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| 49 | |
| 50 | * struct latch_tree_ops - operators to define the tree order
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| 51 | * @less: used for insertion; provides the (partial) order between two elements.
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| 52 | * @comp: used for lookups; provides the order between the search key and an element.
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| 53 | *
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| 54 | * The operators are related like:
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| 55 | *
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| 56 | * comp(a->key,b) < 0 := less(a,b)
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| 57 | * comp(a->key,b) > 0 := less(b,a)
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| 58 | * comp(a->key,b) == 0 := !less(a,b) && !less(b,a)
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| 59 | *
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| 60 | * If these operators define a partial order on the elements we make no
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| 61 | * guarantee on which of the elements matching the key is found. See
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| 62 | * latch_tree_find().
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| 63 |
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| 64 | struct latch_tree_ops {
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| 65 | bool (*less)(struct latch_tree_node *a, struct latch_tree_node *b);
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| 66 | int (*comp)(void *key, struct latch_tree_node *b);
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| 67 | };
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| 68 |
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| 69 | static __always_inline struct latch_tree_node *
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| 70 | __lt_from_rb(struct rb_node *node, int idx)
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| 71 | {
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| 72 | return container_of(node, struct latch_tree_node, node[idx]);
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| 73 | }
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| 74 |
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| 75 | static __always_inline void
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| 76 | __lt_insert(struct latch_tree_node *ltn, struct latch_tree_root *ltr, int idx,
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| 77 | bool (*less)(struct latch_tree_node *a, struct latch_tree_node *b))
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| 78 | {
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| 79 | struct rb_root *root = <r->tree[idx];
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| 80 | struct rb_node **link = &root->rb_node;
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| 81 | struct rb_node *node = <n->node[idx];
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| 82 | struct rb_node *parent = NULL;
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| 83 | struct latch_tree_node *ltp;
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| 84 |
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| 85 | while (*link) {
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| 86 | parent = *link;
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| 87 | ltp = __lt_from_rb(parent, idx);
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| 88 |
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| 89 | if (less(ltn, ltp))
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| 90 | link = &parent->rb_left;
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| 91 | else
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| 92 | link = &parent->rb_right;
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| 93 | }
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| 94 |
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| 95 | rb_link_node_rcu(node, parent, link);
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| 96 | rb_insert_color(node, root);
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| 97 | }
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| 98 |
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| 99 | static __always_inline void
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| 100 | __lt_erase(struct latch_tree_node *ltn, struct latch_tree_root *ltr, int idx)
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| 101 | {
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| 102 | rb_erase(<n->node[idx], <r->tree[idx]);
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| 103 | }
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| 104 |
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| 105 | static __always_inline struct latch_tree_node *
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| 106 | __lt_find(void *key, struct latch_tree_root *ltr, int idx,
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| 107 | int (*comp)(void *key, struct latch_tree_node *node))
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| 108 | {
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| 109 | struct rb_node *node = rcu_dereference_raw(ltr->tree[idx].rb_node);
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| 110 | struct latch_tree_node *ltn;
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| 111 | int c;
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| 112 |
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| 113 | while (node) {
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| 114 | ltn = __lt_from_rb(node, idx);
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| 115 | c = comp(key, ltn);
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| 116 |
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| 117 | if (c < 0)
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| 118 | node = rcu_dereference_raw(node->rb_left);
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| 119 | else if (c > 0)
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| 120 | node = rcu_dereference_raw(node->rb_right);
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| 121 | else
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| 122 | return ltn;
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| 123 | }
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| 124 |
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| 125 | return NULL;
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| 126 | }
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| 127 |
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| 128 | |
| 129 | * latch_tree_insert() - insert @node into the trees @root
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| 130 | * @node: nodes to insert
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| 131 | * @root: trees to insert @node into
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| 132 | * @ops: operators defining the node order
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| 133 | *
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| 134 | * It inserts @node into @root in an ordered fashion such that we can always
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| 135 | * observe one complete tree. See the comment for write_seqcount_latch_begin().
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| 136 | *
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| 137 | * The inserts use rcu_assign_pointer() to publish the element such that the
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| 138 | * tree structure is stored before we can observe the new @node.
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| 139 | *
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| 140 | * All modifications (latch_tree_insert, latch_tree_remove) are assumed to be
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| 141 | * serialized.
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| 142 |
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| 143 | static __always_inline void
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| 144 | latch_tree_insert(struct latch_tree_node *node,
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| 145 | struct latch_tree_root *root,
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| 146 | const struct latch_tree_ops *ops)
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| 147 | {
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| 148 | write_seqcount_latch_begin(&root->seq);
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| 149 | __lt_insert(node, root, 0, ops->less);
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| 150 | write_seqcount_latch(&root->seq);
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| 151 | __lt_insert(node, root, 1, ops->less);
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| 152 | write_seqcount_latch_end(&root->seq);
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| 153 | }
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| 154 |
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| 155 | |
| 156 | * latch_tree_erase() - removes @node from the trees @root
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| 157 | * @node: nodes to remote
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| 158 | * @root: trees to remove @node from
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| 159 | * @ops: operators defining the node order
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| 160 | *
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| 161 | * Removes @node from the trees @root in an ordered fashion such that we can
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| 162 | * always observe one complete tree. See the comment for
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| 163 | * write_seqcount_latch_begin().
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| 164 | *
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| 165 | * It is assumed that @node will observe one RCU quiescent state before being
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| 166 | * reused of freed.
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| 167 | *
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| 168 | * All modifications (latch_tree_insert, latch_tree_remove) are assumed to be
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| 169 | * serialized.
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| 170 |
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| 171 | static __always_inline void
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| 172 | latch_tree_erase(struct latch_tree_node *node,
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| 173 | struct latch_tree_root *root,
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| 174 | const struct latch_tree_ops *ops)
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| 175 | {
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| 176 | write_seqcount_latch_begin(&root->seq);
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| 177 | __lt_erase(node, root, 0);
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| 178 | write_seqcount_latch(&root->seq);
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| 179 | __lt_erase(node, root, 1);
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| 180 | write_seqcount_latch_end(&root->seq);
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| 181 | }
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| 182 |
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| 183 | |
| 184 | * latch_tree_find() - find the node matching @key in the trees @root
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| 185 | * @key: search key
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| 186 | * @root: trees to search for @key
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| 187 | * @ops: operators defining the node order
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| 188 | *
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| 189 | * Does a lockless lookup in the trees @root for the node matching @key.
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| 190 | *
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| 191 | * It is assumed that this is called while holding the appropriate RCU read
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| 192 | * side lock.
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| 193 | *
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| 194 | * If the operators define a partial order on the elements (there are multiple
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| 195 | * elements which have the same key value) it is undefined which of these
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| 196 | * elements will be found. Nor is it possible to iterate the tree to find
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| 197 | * further elements with the same key value.
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| 198 | *
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| 199 | * Returns: a pointer to the node matching @key or NULL.
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| 200 |
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| 201 | static __always_inline struct latch_tree_node *
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| 202 | latch_tree_find(void *key, struct latch_tree_root *root,
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| 203 | const struct latch_tree_ops *ops)
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| 204 | {
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| 205 | struct latch_tree_node *node;
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| 206 | unsigned int seq;
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| 207 |
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| 208 | do {
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| 209 | seq = read_seqcount_latch(&root->seq);
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| 210 | node = __lt_find(key, root, seq & 1, ops->comp);
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| 211 | } while (read_seqcount_latch_retry(&root->seq, seq));
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| 212 |
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| 213 | return node;
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| 214 | }
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| 215 |
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| 216 | #endif
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