/*
 * Copyright (C) 2011 Red Hat, Inc.
 *
 * This file is released under the GPL.
 */

#include "dm-btree-internal.h"
#include "dm-space-map.h"
#include "dm-transaction-manager.h"

#include <linux/export.h>
#include <linux/device-mapper.h>

#define DM_MSG_PREFIX "btree"

/*----------------------------------------------------------------
 * Array manipulation
 *--------------------------------------------------------------*/
static void memcpy_disk(void *dest, const void *src, size_t len)
        __dm_written_to_disk(src)
{
        memcpy(dest, src, len);
        __dm_unbless_for_disk(src);
}

static void array_insert(void *base, size_t elt_size, unsigned nr_elts,
                         unsigned index, void *elt)
        __dm_written_to_disk(elt)
{
        if (index < nr_elts)
                memmove(base + (elt_size * (index + 1)),
                        base + (elt_size * index),
                        (nr_elts - index) * elt_size);

        memcpy_disk(base + (elt_size * index), elt, elt_size);
}

/*----------------------------------------------------------------*/

/* makes the assumption that no two keys are the same. */
static int bsearch(struct btree_node *n, uint64_t key, int want_hi)
{
        int lo = -1, hi = le32_to_cpu(n->header.nr_entries);

        while (hi - lo > 1) {
                int mid = lo + ((hi - lo) / 2);
                uint64_t mid_key = le64_to_cpu(n->keys[mid]);

                if (mid_key == key)
                        return mid;

                if (mid_key < key)
                        lo = mid;
                else
                        hi = mid;
        }

        return want_hi ? hi : lo;
}

int lower_bound(struct btree_node *n, uint64_t key)
{
        return bsearch(n, key, 0);
}

void inc_children(struct dm_transaction_manager *tm, struct btree_node *n,
                  struct dm_btree_value_type *vt)
{
        unsigned i;
        uint32_t nr_entries = le32_to_cpu(n->header.nr_entries);

        if (le32_to_cpu(n->header.flags) & INTERNAL_NODE)
                for (i = 0; i < nr_entries; i++)
                        dm_tm_inc(tm, value64(n, i));
        else if (vt->inc)
                for (i = 0; i < nr_entries; i++)
                        vt->inc(vt->context, value_ptr(n, i));
}

static int insert_at(size_t value_size, struct btree_node *node, unsigned index,
                      uint64_t key, void *value)
                      __dm_written_to_disk(value)
{
        uint32_t nr_entries = le32_to_cpu(node->header.nr_entries);
        __le64 key_le = cpu_to_le64(key);

        if (index > nr_entries ||
            index >= le32_to_cpu(node->header.max_entries)) {
                DMERR("too many entries in btree node for insert");
                __dm_unbless_for_disk(value);
                return -ENOMEM;
        }

        __dm_bless_for_disk(&key_le);

        array_insert(node->keys, sizeof(*node->keys), nr_entries, index, &key_le);
        array_insert(value_base(node), value_size, nr_entries, index, value);
        node->header.nr_entries = cpu_to_le32(nr_entries + 1);

        return 0;
}

/*----------------------------------------------------------------*/

/*
 * We want 3n entries (for some n).  This works more nicely for repeated
 * insert remove loops than (2n + 1).
 */
static uint32_t calc_max_entries(size_t value_size, size_t block_size)
{
        uint32_t total, n;
        size_t elt_size = sizeof(uint64_t) + value_size; /* key + value */

        block_size -= sizeof(struct node_header);
        total = block_size / elt_size;
        n = total / 3;          /* rounds down */

        return 3 * n;
}

int dm_btree_empty(struct dm_btree_info *info, dm_block_t *root)
{
        int r;
        struct dm_block *b;
        struct btree_node *n;
        size_t block_size;
        uint32_t max_entries;

        r = new_block(info, &b);
        if (r < 0)
                return r;

        block_size = dm_bm_block_size(dm_tm_get_bm(info->tm));
        max_entries = calc_max_entries(info->value_type.size, block_size);

        n = dm_block_data(b);
        memset(n, 0, block_size);
        n->header.flags = cpu_to_le32(LEAF_NODE);
        n->header.nr_entries = cpu_to_le32(0);
        n->header.max_entries = cpu_to_le32(max_entries);
        n->header.value_size = cpu_to_le32(info->value_type.size);

        *root = dm_block_location(b);
        return unlock_block(info, b);
}
EXPORT_SYMBOL_GPL(dm_btree_empty);

/*----------------------------------------------------------------*/

/*
 * Deletion uses a recursive algorithm, since we have limited stack space
 * we explicitly manage our own stack on the heap.
 */
#define MAX_SPINE_DEPTH 64
struct frame {
        struct dm_block *b;
        struct btree_node *n;
        unsigned level;
        unsigned nr_children;
        unsigned current_child;
};

struct del_stack {
        struct dm_transaction_manager *tm;
        int top;
        struct frame spine[MAX_SPINE_DEPTH];
};

static int top_frame(struct del_stack *s, struct frame **f)
{
        if (s->top < 0) {
                DMERR("btree deletion stack empty");
                return -EINVAL;
        }

        *f = s->spine + s->top;

        return 0;
}

static int unprocessed_frames(struct del_stack *s)
{
        return s->top >= 0;
}

static int push_frame(struct del_stack *s, dm_block_t b, unsigned level)
{
        int r;
        uint32_t ref_count;

        if (s->top >= MAX_SPINE_DEPTH - 1) {
                DMERR("btree deletion stack out of memory");
                return -ENOMEM;
        }

        r = dm_tm_ref(s->tm, b, &ref_count);
        if (r)
                return r;

        if (ref_count > 1)
                /*
                 * This is a shared node, so we can just decrement it's
                 * reference counter and leave the children.
                 */
                dm_tm_dec(s->tm, b);

        else {
                struct frame *f = s->spine + ++s->top;

                r = dm_tm_read_lock(s->tm, b, &btree_node_validator, &f->b);
                if (r) {
                        s->top--;
                        return r;
                }

                f->n = dm_block_data(f->b);
                f->level = level;
                f->nr_children = le32_to_cpu(f->n->header.nr_entries);
                f->current_child = 0;
        }

        return 0;
}

static void pop_frame(struct del_stack *s)
{
        struct frame *f = s->spine + s->top--;

        dm_tm_dec(s->tm, dm_block_location(f->b));
        dm_tm_unlock(s->tm, f->b);
}

static bool is_internal_level(struct dm_btree_info *info, struct frame *f)
{
        return f->level < (info->levels - 1);
}

int dm_btree_del(struct dm_btree_info *info, dm_block_t root)
{
        int r;
        struct del_stack *s;

        s = kmalloc(sizeof(*s), GFP_KERNEL);
        if (!s)
                return -ENOMEM;
        s->tm = info->tm;
        s->top = -1;

        r = push_frame(s, root, 0);
        if (r)
                goto out;

        while (unprocessed_frames(s)) {
                uint32_t flags;
                struct frame *f;
                dm_block_t b;

                r = top_frame(s, &f);
                if (r)
                        goto out;

                if (f->current_child >= f->nr_children) {
                        pop_frame(s);
                        continue;
                }

                flags = le32_to_cpu(f->n->header.flags);
                if (flags & INTERNAL_NODE) {
                        b = value64(f->n, f->current_child);
                        f->current_child++;
                        r = push_frame(s, b, f->level);
                        if (r)
                                goto out;

                } else if (is_internal_level(info, f)) {
                        b = value64(f->n, f->current_child);
                        f->current_child++;
                        r = push_frame(s, b, f->level + 1);
                        if (r)
                                goto out;

                } else {
                        if (info->value_type.dec) {
                                unsigned i;

                                for (i = 0; i < f->nr_children; i++)
                                        info->value_type.dec(info->value_type.context,
                                                             value_ptr(f->n, i));
                        }
                        f->current_child = f->nr_children;
                }
        }

out:
        kfree(s);
        return r;
}
EXPORT_SYMBOL_GPL(dm_btree_del);

/*----------------------------------------------------------------*/

static int btree_lookup_raw(struct ro_spine *s, dm_block_t block, uint64_t key,
                            int (*search_fn)(struct btree_node *, uint64_t),
                            uint64_t *result_key, void *v, size_t value_size)
{
        int i, r;
        uint32_t flags, nr_entries;

        do {
                r = ro_step(s, block);
                if (r < 0)
                        return r;

                i = search_fn(ro_node(s), key);

                flags = le32_to_cpu(ro_node(s)->header.flags);
                nr_entries = le32_to_cpu(ro_node(s)->header.nr_entries);
                if (i < 0 || i >= nr_entries)
                        return -ENODATA;

                if (flags & INTERNAL_NODE)
                        block = value64(ro_node(s), i);

        } while (!(flags & LEAF_NODE));

        *result_key = le64_to_cpu(ro_node(s)->keys[i]);
        memcpy(v, value_ptr(ro_node(s), i), value_size);

        return 0;
}

int dm_btree_lookup(struct dm_btree_info *info, dm_block_t root,
                    uint64_t *keys, void *value_le)
{
        unsigned level, last_level = info->levels - 1;
        int r = -ENODATA;
        uint64_t rkey;
        __le64 internal_value_le;
        struct ro_spine spine;

        init_ro_spine(&spine, info);
        for (level = 0; level < info->levels; level++) {
                size_t size;
                void *value_p;

                if (level == last_level) {
                        value_p = value_le;
                        size = info->value_type.size;

                } else {
                        value_p = &internal_value_le;
                        size = sizeof(uint64_t);
                }

                r = btree_lookup_raw(&spine, root, keys[level],
                                     lower_bound, &rkey,
                                     value_p, size);

                if (!r) {
                        if (rkey != keys[level]) {
                                exit_ro_spine(&spine);
                                return -ENODATA;
                        }
                } else {
                        exit_ro_spine(&spine);
                        return r;
                }

                root = le64_to_cpu(internal_value_le);
        }
        exit_ro_spine(&spine);

        return r;
}
EXPORT_SYMBOL_GPL(dm_btree_lookup);

/*
 * Splits a node by creating a sibling node and shifting half the nodes
 * contents across.  Assumes there is a parent node, and it has room for
 * another child.
 *
 * Before:
 *        +--------+
 *        | Parent |
 *        +--------+
 *           |
 *           v
 *      +----------+
 *      | A ++++++ |
 *      +----------+
 *
 *
 * After:
 *              +--------+
 *              | Parent |
 *              +--------+
 *                |     |
 *                v     +------+
 *          +---------+        |
 *          | A* +++  |        v
 *          +---------+   +-------+
 *                        | B +++ |
 *                        +-------+
 *
 * Where A* is a shadow of A.
 */
static int btree_split_sibling(struct shadow_spine *s, dm_block_t root,
                               unsigned parent_index, uint64_t key)
{
        int r;
        size_t size;
        unsigned nr_left, nr_right;
        struct dm_block *left, *right, *parent;
        struct btree_node *ln, *rn, *pn;
        __le64 location;

        left = shadow_current(s);

        r = new_block(s->info, &right);
        if (r < 0)
                return r;

        ln = dm_block_data(left);
        rn = dm_block_data(right);

        nr_left = le32_to_cpu(ln->header.nr_entries) / 2;
        nr_right = le32_to_cpu(ln->header.nr_entries) - nr_left;

        ln->header.nr_entries = cpu_to_le32(nr_left);

        rn->header.flags = ln->header.flags;
        rn->header.nr_entries = cpu_to_le32(nr_right);
        rn->header.max_entries = ln->header.max_entries;
        rn->header.value_size = ln->header.value_size;
        memcpy(rn->keys, ln->keys + nr_left, nr_right * sizeof(rn->keys[0]));

        size = le32_to_cpu(ln->header.flags) & INTERNAL_NODE ?
                sizeof(uint64_t) : s->info->value_type.size;
        memcpy(value_ptr(rn, 0), value_ptr(ln, nr_left),
               size * nr_right);

        /*
         * Patch up the parent
         */
        parent = shadow_parent(s);

        pn = dm_block_data(parent);
        location = cpu_to_le64(dm_block_location(left));
        __dm_bless_for_disk(&location);
        memcpy_disk(value_ptr(pn, parent_index),
                    &location, sizeof(__le64));

        location = cpu_to_le64(dm_block_location(right));
        __dm_bless_for_disk(&location);

        r = insert_at(sizeof(__le64), pn, parent_index + 1,
                      le64_to_cpu(rn->keys[0]), &location);
        if (r)
                return r;

        if (key < le64_to_cpu(rn->keys[0])) {
                unlock_block(s->info, right);
                s->nodes[1] = left;
        } else {
                unlock_block(s->info, left);
                s->nodes[1] = right;
        }

        return 0;
}

/*
 * Splits a node by creating two new children beneath the given node.
 *
 * Before:
 *        +----------+
 *        | A ++++++ |
 *        +----------+
 *
 *
 * After:
 *      +------------+
 *      | A (shadow) |
 *      +------------+
 *          |   |
 *   +------+   +----+
 *   |               |
 *   v               v
 * +-------+     +-------+
 * | B +++ |     | C +++ |
 * +-------+     +-------+
 */
static int btree_split_beneath(struct shadow_spine *s, uint64_t key)
{
        int r;
        size_t size;
        unsigned nr_left, nr_right;
        struct dm_block *left, *right, *new_parent;
        struct btree_node *pn, *ln, *rn;
        __le64 val;

        new_parent = shadow_current(s);

        r = new_block(s->info, &left);
        if (r < 0)
                return r;

        r = new_block(s->info, &right);
        if (r < 0) {
                /* FIXME: put left */
                return r;
        }

        pn = dm_block_data(new_parent);
        ln = dm_block_data(left);
        rn = dm_block_data(right);

        nr_left = le32_to_cpu(pn->header.nr_entries) / 2;
        nr_right = le32_to_cpu(pn->header.nr_entries) - nr_left;

        ln->header.flags = pn->header.flags;
        ln->header.nr_entries = cpu_to_le32(nr_left);
        ln->header.max_entries = pn->header.max_entries;
        ln->header.value_size = pn->header.value_size;

        rn->header.flags = pn->header.flags;
        rn->header.nr_entries = cpu_to_le32(nr_right);
        rn->header.max_entries = pn->header.max_entries;
        rn->header.value_size = pn->header.value_size;

        memcpy(ln->keys, pn->keys, nr_left * sizeof(pn->keys[0]));
        memcpy(rn->keys, pn->keys + nr_left, nr_right * sizeof(pn->keys[0]));

        size = le32_to_cpu(pn->header.flags) & INTERNAL_NODE ?
                sizeof(__le64) : s->info->value_type.size;
        memcpy(value_ptr(ln, 0), value_ptr(pn, 0), nr_left * size);
        memcpy(value_ptr(rn, 0), value_ptr(pn, nr_left),
               nr_right * size);

        /* new_parent should just point to l and r now */
        pn->header.flags = cpu_to_le32(INTERNAL_NODE);
        pn->header.nr_entries = cpu_to_le32(2);
        pn->header.max_entries = cpu_to_le32(
                calc_max_entries(sizeof(__le64),
                                 dm_bm_block_size(
                                         dm_tm_get_bm(s->info->tm))));
        pn->header.value_size = cpu_to_le32(sizeof(__le64));

        val = cpu_to_le64(dm_block_location(left));
        __dm_bless_for_disk(&val);
        pn->keys[0] = ln->keys[0];
        memcpy_disk(value_ptr(pn, 0), &val, sizeof(__le64));

        val = cpu_to_le64(dm_block_location(right));
        __dm_bless_for_disk(&val);
        pn->keys[1] = rn->keys[0];
        memcpy_disk(value_ptr(pn, 1), &val, sizeof(__le64));

        /*
         * rejig the spine.  This is ugly, since it knows too
         * much about the spine
         */
        if (s->nodes[0] != new_parent) {
                unlock_block(s->info, s->nodes[0]);
                s->nodes[0] = new_parent;
        }
        if (key < le64_to_cpu(rn->keys[0])) {
                unlock_block(s->info, right);
                s->nodes[1] = left;
        } else {
                unlock_block(s->info, left);
                s->nodes[1] = right;
        }
        s->count = 2;

        return 0;
}

static int btree_insert_raw(struct shadow_spine *s, dm_block_t root,
                            struct dm_btree_value_type *vt,
                            uint64_t key, unsigned *index)
{
        int r, i = *index, top = 1;
        struct btree_node *node;

        for (;;) {
                r = shadow_step(s, root, vt);
                if (r < 0)
                        return r;

                node = dm_block_data(shadow_current(s));

                /*
                 * We have to patch up the parent node, ugly, but I don't
                 * see a way to do this automatically as part of the spine
                 * op.
                 */
                if (shadow_has_parent(s) && i >= 0) { /* FIXME: second clause unness. */
                        __le64 location = cpu_to_le64(dm_block_location(shadow_current(s)));

                        __dm_bless_for_disk(&location);
                        memcpy_disk(value_ptr(dm_block_data(shadow_parent(s)), i),
                                    &location, sizeof(__le64));
                }

                node = dm_block_data(shadow_current(s));

                if (node->header.nr_entries == node->header.max_entries) {
                        if (top)
                                r = btree_split_beneath(s, key);
                        else
                                r = btree_split_sibling(s, root, i, key);

                        if (r < 0)
                                return r;
                }

                node = dm_block_data(shadow_current(s));

                i = lower_bound(node, key);

                if (le32_to_cpu(node->header.flags) & LEAF_NODE)
                        break;

                if (i < 0) {
                        /* change the bounds on the lowest key */
                        node->keys[0] = cpu_to_le64(key);
                        i = 0;
                }

                root = value64(node, i);
                top = 0;
        }

        if (i < 0 || le64_to_cpu(node->keys[i]) != key)
                i++;

        *index = i;
        return 0;
}

static int insert(struct dm_btree_info *info, dm_block_t root,
                  uint64_t *keys, void *value, dm_block_t *new_root,
                  int *inserted)
                  __dm_written_to_disk(value)
{
        int r, need_insert;
        unsigned level, index = -1, last_level = info->levels - 1;
        dm_block_t block = root;
        struct shadow_spine spine;
        struct btree_node *n;
        struct dm_btree_value_type le64_type;

        le64_type.context = NULL;
        le64_type.size = sizeof(__le64);
        le64_type.inc = NULL;
        le64_type.dec = NULL;
        le64_type.equal = NULL;

        init_shadow_spine(&spine, info);

        for (level = 0; level < (info->levels - 1); level++) {
                r = btree_insert_raw(&spine, block, &le64_type, keys[level], &index);
                if (r < 0)
                        goto bad;

                n = dm_block_data(shadow_current(&spine));
                need_insert = ((index >= le32_to_cpu(n->header.nr_entries)) ||
                               (le64_to_cpu(n->keys[index]) != keys[level]));

                if (need_insert) {
                        dm_block_t new_tree;
                        __le64 new_le;

                        r = dm_btree_empty(info, &new_tree);
                        if (r < 0)
                                goto bad;

                        new_le = cpu_to_le64(new_tree);
                        __dm_bless_for_disk(&new_le);

                        r = insert_at(sizeof(uint64_t), n, index,
                                      keys[level], &new_le);
                        if (r)
                                goto bad;
                }

                if (level < last_level)
                        block = value64(n, index);
        }

        r = btree_insert_raw(&spine, block, &info->value_type,
                             keys[level], &index);
        if (r < 0)
                goto bad;

        n = dm_block_data(shadow_current(&spine));
        need_insert = ((index >= le32_to_cpu(n->header.nr_entries)) ||
                       (le64_to_cpu(n->keys[index]) != keys[level]));

        if (need_insert) {
                if (inserted)
                        *inserted = 1;

                r = insert_at(info->value_type.size, n, index,
                              keys[level], value);
                if (r)
                        goto bad_unblessed;
        } else {
                if (inserted)
                        *inserted = 0;

                if (info->value_type.dec &&
                    (!info->value_type.equal ||
                     !info->value_type.equal(
                             info->value_type.context,
                             value_ptr(n, index),
                             value))) {
                        info->value_type.dec(info->value_type.context,
                                             value_ptr(n, index));
                }
                memcpy_disk(value_ptr(n, index),
                            value, info->value_type.size);
        }

        *new_root = shadow_root(&spine);
        exit_shadow_spine(&spine);

        return 0;

bad:
        __dm_unbless_for_disk(value);
bad_unblessed:
        exit_shadow_spine(&spine);
        return r;
}

int dm_btree_insert(struct dm_btree_info *info, dm_block_t root,
                    uint64_t *keys, void *value, dm_block_t *new_root)
                    __dm_written_to_disk(value)
{
        return insert(info, root, keys, value, new_root, NULL);
}
EXPORT_SYMBOL_GPL(dm_btree_insert);

int dm_btree_insert_notify(struct dm_btree_info *info, dm_block_t root,
                           uint64_t *keys, void *value, dm_block_t *new_root,
                           int *inserted)
                           __dm_written_to_disk(value)
{
        return insert(info, root, keys, value, new_root, inserted);
}
EXPORT_SYMBOL_GPL(dm_btree_insert_notify);

/*----------------------------------------------------------------*/

static int find_highest_key(struct ro_spine *s, dm_block_t block,
                            uint64_t *result_key, dm_block_t *next_block)
{
        int i, r;
        uint32_t flags;

        do {
                r = ro_step(s, block);
                if (r < 0)
                        return r;

                flags = le32_to_cpu(ro_node(s)->header.flags);
                i = le32_to_cpu(ro_node(s)->header.nr_entries);
                if (!i)
                        return -ENODATA;
                else
                        i--;

                *result_key = le64_to_cpu(ro_node(s)->keys[i]);
                if (next_block || flags & INTERNAL_NODE)
                        block = value64(ro_node(s), i);

        } while (flags & INTERNAL_NODE);

        if (next_block)
                *next_block = block;
        return 0;
}

int dm_btree_find_highest_key(struct dm_btree_info *info, dm_block_t root,
                              uint64_t *result_keys)
{
        int r = 0, count = 0, level;
        struct ro_spine spine;

        init_ro_spine(&spine, info);
        for (level = 0; level < info->levels; level++) {
                r = find_highest_key(&spine, root, result_keys + level,
                                     level == info->levels - 1 ? NULL : &root);
                if (r == -ENODATA) {
                        r = 0;
                        break;

                } else if (r)
                        break;

                count++;
        }
        exit_ro_spine(&spine);

        return r ? r : count;
}
EXPORT_SYMBOL_GPL(dm_btree_find_highest_key);

/*
 * FIXME: We shouldn't use a recursive algorithm when we have limited stack
 * space.  Also this only works for single level trees.
 */
static int walk_node(struct ro_spine *s, dm_block_t block,
                     int (*fn)(void *context, uint64_t *keys, void *leaf),
                     void *context)
{
        int r;
        unsigned i, nr;
        struct btree_node *n;
        uint64_t keys;

        r = ro_step(s, block);
        n = ro_node(s);

        nr = le32_to_cpu(n->header.nr_entries);
        for (i = 0; i < nr; i++) {
                if (le32_to_cpu(n->header.flags) & INTERNAL_NODE) {
                        r = walk_node(s, value64(n, i), fn, context);
                        if (r)
                                goto out;
                } else {
                        keys = le64_to_cpu(*key_ptr(n, i));
                        r = fn(context, &keys, value_ptr(n, i));
                        if (r)
                                goto out;
                }
        }

out:
        ro_pop(s);
        return r;
}

int dm_btree_walk(struct dm_btree_info *info, dm_block_t root,
                  int (*fn)(void *context, uint64_t *keys, void *leaf),
                  void *context)
{
        int r;
        struct ro_spine spine;

        BUG_ON(info->levels > 1);

        init_ro_spine(&spine, info);
        r = walk_node(&spine, root, fn, context);
        exit_ro_spine(&spine);

        return r;
}
EXPORT_SYMBOL_GPL(dm_btree_walk);