| | 31 | |
| | 32 | } |
| | 33 | |
| | 34 | /* |
| | 35 | * new block (EOF offset) |
| | 36 | */ |
| | 37 | static int btree_new_block( btree* tree ){ |
| | 38 | |
| | 39 | return lseek( tree->fd, 0, SEEK_END ); |
| | 40 | |
| | 41 | } |
| | 42 | |
| | 43 | /* |
| | 44 | * writing one block |
| | 45 | */ |
| | 46 | static void btree_write_block( btree* tree, int offset, char* buf ){ |
| | 47 | |
| | 48 | lseek( tree->fd, offset, SEEK_SET ); |
| | 49 | write( tree->fd, buf, BLOCK_SIZE ); |
| | 50 | |
| | 51 | } |
| | 52 | |
| | 53 | /* |
| | 54 | * reading one block & casting it to btree_node |
| | 55 | */ |
| | 56 | static btree_node* btree_read_block( btree* tree, int offset, char* buf ){ |
| | 57 | |
| | 58 | lseek( tree->fd, offset, SEEK_SET ); |
| | 59 | read( tree->fd, buf, BLOCK_SIZE ); |
| | 60 | |
| | 61 | return (btree_node*)buf; |
| | 94 | } |
| | 95 | |
| | 96 | static void |
| | 97 | btree_insert_to_node( btree* tree, btree_node* node, btree_entry* var ){ |
| | 98 | |
| | 99 | int i; |
| | 100 | |
| | 101 | /* wrong compare function */ |
| | 102 | for( i = node->n ; i > 0 ; i-- ){ |
| | 103 | |
| | 104 | fprintf( stderr, "%d::\n", i ); |
| | 105 | //if( tree->compare( node->entry[i-1].value, var->value) > 0 ) |
| | 106 | if( tree->compare( &(node->entry[i-1]), var ) > 0 ) |
| | 107 | memcpy(&(node->entry[i]), &(node->entry[i-1]), sizeof(btree_entry)); |
| | 108 | else { |
| | 109 | memcpy(&(node->entry[i]), var, sizeof(btree_entry) ); |
| | 110 | break; |
| | 111 | } |
| | 112 | |
| | 113 | } |
| | 114 | (node->n)++; |
| | 115 | |
| | 116 | } |
| | 117 | |
| | 118 | static btree_entry* |
| | 119 | btree_split_node( btree* tree, btree_node* c, btree_entry* v ){ |
| | 120 | |
| | 121 | static btree_entry ret; |
| | 122 | btree_node* n; |
| | 123 | |
| | 124 | char buf[BLOCK_SIZE]; |
| | 125 | int left, i, j; |
| | 126 | |
| | 127 | #ifdef DEBUG |
| | 128 | memset(buf, 0, BLOCK_SIZE); |
| | 129 | #endif |
| | 130 | n = (btree_node*)buf; |
| | 131 | |
| | 132 | // split data to new node *has bug backward first */ |
| | 133 | left = c->n - ENTRY_PER_NODE/2; |
| | 134 | for( i = (ENTRY_PER_NODE/2-1), j = (c->n-1) ; i >= 0 ; i--, j-- ){ |
| | 135 | |
| | 136 | if( tree->compare(&(c->entry[j]), v) > 0 ) |
| | 137 | memcpy( &(n->entry[i]), &(c->entry[j]), sizeof(btree_entry) ); |
| | 138 | |
| | 139 | else { |
| | 140 | memcpy( &(n->entry[i]), v, sizeof(btree_entry) ); |
| | 141 | break; |
| | 142 | } |
| | 143 | |
| | 144 | } |
| | 145 | for( ; i >= 0 ; i--, j-- ) |
| | 146 | memcpy( &(n->entry[i]), &(c->entry[j]), sizeof(btree_entry) ); |
| | 147 | |
| | 148 | // adjust n |
| | 149 | c->n = left; |
| | 150 | n->n = ENTRY_PER_NODE/2; |
| | 151 | |
| | 152 | // if var is not inserted yet, insert it. |
| | 153 | if( j == (left-1) ) |
| | 154 | btree_insert_to_node( tree, c, v ); |
| | 155 | |
| | 156 | // var is inserted already, node->entry[left] goes upper node; |
| | 157 | c->n = left; |
| | 158 | |
| | 159 | memcpy( &ret, &(c->entry[left]), sizeof(btree_entry) ); |
| | 160 | ret.child = btree_new_block( tree ); |
| | 161 | |
| | 162 | n->child = c->entry[left].child; |
| | 163 | |
| | 164 | /* write the splitted node */ |
| | 165 | btree_write_block( tree, ret.child, buf ); |
| | 166 | |
| | 167 | return &ret; |
| | 168 | |
| 73 | | int btree_insert( btree* tree, /* tree pointer */ |
| 74 | | int cur, /* offset of current node */ |
| 75 | | btree_entry* var, /* which should be inserted */ |
| 76 | | btree_node* p_node, /* parent_node */ |
| 77 | | int p_nth /* parent entry's id */ |
| 78 | | ){ |
| 79 | | |
| 80 | | btree_node* node, tmp_node; |
| 81 | | static btree_entry entry; |
| 82 | | |
| | 181 | btree_entry* btree_real_insert( btree* tree, int cur, btree_entry* var ){ |
| | 182 | |
| | 183 | btree_node* node; |
| | 184 | btree_entry* up; |
| | 185 | |
| 90 | | // lseek |
| 91 | | // read |
| 92 | | node = (btree_node*)buf; |
| 93 | | |
| 94 | | /* get MAX_ENTRY(whose key isn't bigger than the key) */ |
| 95 | | // binary_search ... |
| 96 | | |
| 97 | | /* if the entry has the key we find then update entry & write */ |
| 98 | | // compare node->entry[nth].key == var.key, then update it |
| 99 | | // write |
| 100 | | // return NULL; |
| 101 | | |
| 102 | | /* |
| 103 | | * else if there exist child of the entry, |
| 104 | | * call btree_insert( extry->child, .... ) recursively; |
| 105 | | * if it doesn't return NULL , we need to insert the entry |
| 106 | | */ |
| 107 | | if( 0 /* when first entry's key is bigger than var's key */ ) |
| 108 | | if( btree_insert( tree, node->child, var, node, -1 ) ) |
| 109 | | var = &entry; |
| 110 | | else |
| 111 | | return 0; |
| | 194 | node = btree_read_block( tree, cur, buf ); |
| | 195 | |
| | 196 | /* binary_search */ |
| | 197 | l = 0; |
| | 198 | r = node->n - 1; |
| | 199 | while ( l <= r ){ |
| | 200 | c = (r + l) / 2; |
| | 201 | i = tree->compare( &(node->entry[c]), var ); |
| | 202 | |
| | 203 | if( i < 0 ) // less |
| | 204 | l = c + 1; |
| | 205 | else if( i > 0 ) // greater |
| | 206 | r = c - 1; |
| | 207 | else { // same: update it & write & return; |
| | 208 | node->entry[c].value++; |
| | 209 | btree_write_block( tree, cur, buf ); |
| | 210 | return NULL; |
| | 211 | } |
| | 212 | } |
| | 213 | |
| | 214 | /* when first entry's key is bigger than var's key */ |
| | 215 | if( r < 0 ) |
| | 216 | up = btree_real_insert( tree, node->child, var ); |
| 113 | | if( btree_insert(tree, node->entry[nth].child, var, node, nth) ) |
| 114 | | var = &entry; |
| 115 | | else |
| 116 | | return 0; |
| 117 | | |
| 118 | | /* |
| 119 | | * else |
| 120 | | * 1. enough space in this node |
| 121 | | * -> insert & write |
| 122 | | * 2. enough space in prev node |
| 123 | | * -> divide to previous node and insert the key |
| 124 | | * 3. enough space in next node |
| 125 | | * -> divide to next node and insert the key |
| 126 | | * 4. there's no space among prev, cur, next node, |
| 127 | | * -> split the node |
| 128 | | */ |
| | 218 | up = btree_real_insert( tree, node->entry[c].child, var ); |
| | 219 | |
| | 220 | /* if child node is splitted, then insert returned entry to current node */ |
| | 221 | if( up != NULL ) |
| | 222 | var = up; |
| | 223 | else |
| | 224 | return NULL; |
| | 225 | |
| | 226 | /* If there's enough space then insert & wrtie block */ |
| 130 | | // insert |
| 131 | | // write |
| 132 | | return 0; |
| 133 | | } |
| 134 | | |
| 135 | | // tmp_node = get_node( prev ); |
| 136 | | // divide to prev node if possible |
| 137 | | { |
| 138 | | // btree_divide( prev, cur, p, p_nth, 0 ) |
| 139 | | // write prev |
| 140 | | // write cur |
| 141 | | // write parent |
| 142 | | return 0; |
| 143 | | } |
| 144 | | |
| 145 | | // tmp_node = get_node( next ); |
| 146 | | // divide to next node if possible |
| 147 | | { |
| 148 | | // btree_divide( cur, next, p, p_nth, 0 ) |
| 149 | | // write cur |
| 150 | | // write next |
| 151 | | // write parent |
| 152 | | return 0; |
| 153 | | } |
| 154 | | |
| 155 | | // split node |
| 156 | | { |
| 157 | | int is_root; |
| 158 | | if( node->prev_node == -1 && node->next_node == -1 ) |
| 159 | | is_root = 1; |
| 160 | | else |
| 161 | | is_root = 0; |
| 162 | | |
| 163 | | // split data to new node |
| 164 | | // memset(tmp_node, 0, BLOCK_SIZE); |
| 165 | | // move move |
| 166 | | |
| 167 | | // adjust n |
| 168 | | // node->n = ...; |
| 169 | | |
| 170 | | // finally fill the entry (return value) |
| 171 | | // never change entry variable before here... |
| 172 | | |
| 173 | | /* |
| 174 | | * if the node is splitted and this node was root, |
| 175 | | * then create new root node & write it |
| 176 | | * |
| 177 | | * if there's no prev & next node, we can assume it's root node |
| 178 | | */ |
| 179 | | if( is_root ) |
| 180 | | //do_something |
| 181 | | ; |
| 182 | | |
| 183 | | return 1; |
| 184 | | } |
| 185 | | |
| | 228 | btree_insert_to_node( tree, node, var ); |
| | 229 | btree_write_block( tree, cur, buf ); |
| | 230 | return NULL; |
| | 231 | } |
| | 232 | /* else split is required */ |
| | 233 | up = btree_split_node( tree, node, var ); |
| | 234 | |
| | 235 | /* write current node */ |
| | 236 | btree_write_block( tree, cur, buf ); |
| | 237 | |
| | 238 | return up; |
| | 239 | |
| | 240 | } |
| | 241 | |
| | 242 | void btree_insert( btree* tree, char* key ){ |
| | 243 | |
| | 244 | btree_entry kvar; |
| | 245 | btree_entry* up; |
| | 246 | |
| | 247 | btree_node* node; |
| | 248 | |
| | 249 | char buf[BLOCK_SIZE]; |
| | 250 | |
| | 251 | strncpy( kvar.key, key, KEY_SIZE-1 ); |
| | 252 | kvar.key[KEY_SIZE-1] ='\0'; |
| | 253 | |
| | 254 | kvar.value = 1; |
| | 255 | kvar.child = -1; |
| | 256 | |
| | 257 | /* if tree is empty */ |
| | 258 | if( tree->depth < 0 ) |
| | 259 | up = &kvar; |
| | 260 | else |
| | 261 | up = btree_real_insert( tree, tree->root, &kvar ); |
| | 262 | |
| | 263 | if( up != NULL ){ |
| | 264 | #ifdef DEBUG |
| | 265 | memset(buf, 0, BLOCK_SIZE); |
| | 266 | #endif |
| | 267 | node = (btree_node*) buf; |
| | 268 | node->n = 1; |
| | 269 | node->child = tree->root; |
| | 270 | memcpy( &(node->entry[0]), up, sizeof(btree_entry) ); |
| | 271 | |
| | 272 | tree->root = btree_new_block(tree); |
| | 273 | btree_write_block( tree, tree->root, buf ); |
| | 274 | |
| | 275 | tree->depth++; |
| | 276 | } |