list.h
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00039 #ifndef STRUCT_LIST_H
00040 #define STRUCT_LIST_H
00041
00042 #include <cfg/compiler.h>
00043 #include <cfg/debug.h>
00044
00051 typedef struct _Node
00052 {
00053 struct _Node *succ;
00054 struct _Node *pred;
00055 } Node;
00056
00066 typedef struct _List
00067 {
00068 Node head;
00069 Node tail;
00070 } List;
00071
00075 typedef struct _PriNode
00076 {
00077 Node link;
00078 int pri;
00079 } PriNode;
00080
00081
00112 #define DECLARE_NODE_ANON(T) \
00113 T *succ; T *pred;
00114
00116 #define DECLARE_NODE_TYPE(T) \
00117 typedef struct T##Node { T *succ; T *pred; } T##Node
00118
00120 #define DECLARE_LIST_TYPE(T) \
00121 DECLARE_NODE_TYPE(T); \
00122 typedef struct T##List { \
00123 T##Node head; \
00124 T##Node tail; \
00125 } T##List
00126
00127 #define NODE_TYPE(T) T##Node
00128 #define LIST_TYPE(T) T##List
00129
00135 #define LIST_HEAD(l) ((l)->head.succ)
00136
00142 #define LIST_TAIL(l) ((l)->tail.pred)
00143
00144
00145 #if COMPILER_TYPEOF
00146 #define TYPEOF_OR_VOIDPTR(type) typeof(type)
00147 #else
00148 #define TYPEOF_OR_VOIDPTR(type) void *
00149 #endif
00150
00158 #define FOREACH_NODE(n, l) \
00159 for( \
00160 (n) = (TYPEOF_OR_VOIDPTR(n))LIST_HEAD(l); \
00161 ((Node *)(n))->succ; \
00162 (n) = (TYPEOF_OR_VOIDPTR(n))(((Node *)(n))->succ) \
00163 )
00164
00172 #define REVERSE_FOREACH_NODE(n, l) \
00173 for( \
00174 (n) = (TYPEOF_OR_VOIDPTR(n))LIST_TAIL(l); \
00175 ((Node *)(n))->pred; \
00176 (n) = (TYPEOF_OR_VOIDPTR(n))(((Node *)(n))->pred) \
00177 )
00178
00180 #define LIST_INIT(l) \
00181 do { \
00182 (l)->head.succ = (TYPEOF_OR_VOIDPTR((l)->head.succ)) &(l)->tail; \
00183 (l)->head.pred = NULL; \
00184 (l)->tail.succ = NULL; \
00185 (l)->tail.pred = (TYPEOF_OR_VOIDPTR((l)->tail.pred)) &(l)->head; \
00186 } while (0)
00187
00188 #ifdef _DEBUG
00189
00190 #define LIST_ASSERT_VALID(l) \
00191 do { \
00192 Node *n, *pred; \
00193 ASSERT((l)->head.succ != NULL); \
00194 ASSERT((l)->head.pred == NULL); \
00195 ASSERT((l)->tail.succ == NULL); \
00196 ASSERT((l)->tail.pred != NULL); \
00197 pred = &(l)->head; \
00198 FOREACH_NODE(n, l) \
00199 { \
00200 ASSERT(n->pred == pred); \
00201 pred = n; \
00202 } \
00203 ASSERT(n == &(l)->tail); \
00204 } while (0)
00205
00207 #define LIST_ASSERT_NOT_CONTAINS(list,node) \
00208 do { \
00209 Node *ln; \
00210 ASSERT_VALID_PTR(list); \
00211 ASSERT_VALID_PTR(node); \
00212 FOREACH_NODE(ln, list) \
00213 ASSERT(ln != (Node *)(node)); \
00214 } while (0)
00215
00216 #define INVALIDATE_NODE(n) ((n)->succ = (n)->pred = NULL)
00217 #else
00218 #define LIST_ASSERT_VALID(l) do {} while (0)
00219 #define INVALIDATE_NODE(n) do {} while (0)
00220 #endif
00221
00223 #define LIST_EMPTY(l) ( (void *)((l)->head.succ) == (void *)(&(l)->tail) )
00224
00226 #define ADDHEAD(l,n) \
00227 do { \
00228 LIST_ASSERT_NOT_CONTAINS((l),(n)); \
00229 (n)->succ = (l)->head.succ; \
00230 (n)->pred = (l)->head.succ->pred; \
00231 (n)->succ->pred = (n); \
00232 (n)->pred->succ = (n); \
00233 } while (0)
00234
00236 #define ADDTAIL(l,n) \
00237 do { \
00238 LIST_ASSERT_NOT_CONTAINS((l),(n)); \
00239 (n)->succ = &(l)->tail; \
00240 (n)->pred = (l)->tail.pred; \
00241 (n)->pred->succ = (n); \
00242 (l)->tail.pred = (n); \
00243 } while (0)
00244
00251 #define INSERT_BEFORE(n,ln) \
00252 do { \
00253 ASSERT_VALID_PTR(n); \
00254 ASSERT_VALID_PTR(ln); \
00255 (n)->succ = (ln); \
00256 (n)->pred = (ln)->pred; \
00257 (ln)->pred->succ = (n); \
00258 (ln)->pred = (n); \
00259 } while (0)
00260
00267 #define REMOVE(n) \
00268 do { \
00269 ASSERT_VALID_PTR(n); \
00270 (n)->pred->succ = (n)->succ; \
00271 (n)->succ->pred = (n)->pred; \
00272 INVALIDATE_NODE(n); \
00273 } while (0)
00274
00282 #define LIST_ENQUEUE(list, node) \
00283 do { \
00284 PriNode *ln; \
00285 LIST_ASSERT_NOT_CONTAINS((list),(node)); \
00286 FOREACH_NODE(ln, (list)) \
00287 if (ln->pri < (node)->pri) \
00288 break; \
00289 INSERT_BEFORE(&(node)->link, &ln->link); \
00290 } while (0)
00291
00292
00298 INLINE Node *list_remHead(List *l)
00299 {
00300 Node *n;
00301
00302 ASSERT_VALID_PTR(l);
00303
00304 if (LIST_EMPTY(l))
00305 return (Node *)0;
00306
00307 n = l->head.succ;
00308 l->head.succ = n->succ;
00309 n->succ->pred = &l->head;
00310
00311 INVALIDATE_NODE(n);
00312 return n;
00313 }
00314
00320 INLINE Node *list_remTail(List *l)
00321 {
00322 Node *n;
00323
00324 ASSERT_VALID_PTR(l);
00325
00326 if (LIST_EMPTY(l))
00327 return NULL;
00328
00329 n = l->tail.pred;
00330 l->tail.pred = n->pred;
00331 n->pred->succ = &l->tail;
00332
00333 INVALIDATE_NODE(n);
00334 return n;
00335 }
00336
00337 #endif