X-Git-Url: https://git.saurik.com/redis.git/blobdiff_plain/a244a13b4c5d74031432aa337d6be21b4f033efd..89423052cab4700291f290819d53f4fbb8dabf95:/src/t_zset.c diff --git a/src/t_zset.c b/src/t_zset.c index 99faae85..4812709e 100644 --- a/src/t_zset.c +++ b/src/t_zset.c @@ -17,7 +17,7 @@ /* This skiplist implementation is almost a C translation of the original * algorithm described by William Pugh in "Skip Lists: A Probabilistic * Alternative to Balanced Trees", modified in three ways: - * a) this implementation allows for repeated values. + * a) this implementation allows for repeated scores. * b) the comparison is not just by key (our 'score') but by satellite data. * c) there is a back pointer, so it's a doubly linked list with the back * pointers being only at "level 1". This allows to traverse the list @@ -64,6 +64,10 @@ void zslFree(zskiplist *zsl) { zfree(zsl); } +/* Returns a random level for the new skiplist node we are going to create. + * The return value of this function is between 1 and ZSKIPLIST_MAXLEVEL + * (both inclusive), with a powerlaw-alike distribution where higher + * levels are less likely to be returned. */ int zslRandomLevel(void) { int level = 1; while ((random()&0xFFFF) < (ZSKIPLIST_P * 0xFFFF)) @@ -498,7 +502,7 @@ int zzlIsInRange(unsigned char *zl, zrangespec *range) { return 0; p = ziplistIndex(zl,-1); /* Last score. */ - redisAssert(p != NULL); + if (p == NULL) return 0; /* Empty sorted set */ score = zzlGetScore(p); if (!zslValueGteMin(score,range)) return 0; @@ -1250,13 +1254,16 @@ int zuiNext(zsetopsrc *op, zsetopval *val) { if (val->flags & OPVAL_DIRTY_ROBJ) decrRefCount(val->ele); - bzero(val,sizeof(zsetopval)); + memset(val,0,sizeof(zsetopval)); if (op->type == REDIS_SET) { iterset *it = &op->iter.set; if (op->encoding == REDIS_ENCODING_INTSET) { - if (!intsetGet(it->is.is,it->is.ii,(int64_t*)&val->ell)) + int64_t ell; + + if (!intsetGet(it->is.is,it->is.ii,&ell)) return 0; + val->ell = ell; val->score = 1.0; /* Move to next element. */ @@ -1438,7 +1445,8 @@ inline static void zunionInterAggregate(double *target, double val, int aggregat } void zunionInterGenericCommand(redisClient *c, robj *dstkey, int op) { - int i, j, setnum; + int i, j; + long setnum; int aggregate = REDIS_AGGR_SUM; zsetopsrc *src; zsetopval zval; @@ -1450,7 +1458,9 @@ void zunionInterGenericCommand(redisClient *c, robj *dstkey, int op) { int touched = 0; /* expect setnum input keys to be given */ - setnum = atoi(c->argv[2]->ptr); + if ((getLongFromObjectOrReply(c, c->argv[2], &setnum, NULL) != REDIS_OK)) + return; + if (setnum < 1) { addReplyError(c, "at least 1 input key is needed for ZUNIONSTORE/ZINTERSTORE"); @@ -1542,6 +1552,8 @@ void zunionInterGenericCommand(redisClient *c, robj *dstkey, int op) { double score, value; score = src[0].weight * zval.score; + if (isnan(score)) score = 0; + for (j = 1; j < setnum; j++) { /* It is not safe to access the zset we are * iterating, so explicitly check for equal object. */ @@ -1584,6 +1596,7 @@ void zunionInterGenericCommand(redisClient *c, robj *dstkey, int op) { /* Initialize score */ score = src[i].weight * zval.score; + if (isnan(score)) score = 0; /* Because the inputs are sorted by size, it's only possible * for sets at larger indices to hold this element. */ @@ -1762,7 +1775,7 @@ void genericZrangebyscoreCommand(redisClient *c, int reverse) { zrangespec range; robj *key = c->argv[1]; robj *zobj; - int offset = 0, limit = -1; + long offset = 0, limit = -1; int withscores = 0; unsigned long rangelen = 0; void *replylen = NULL; @@ -1793,8 +1806,8 @@ void genericZrangebyscoreCommand(redisClient *c, int reverse) { pos++; remaining--; withscores = 1; } else if (remaining >= 3 && !strcasecmp(c->argv[pos]->ptr,"limit")) { - offset = atoi(c->argv[pos+1]->ptr); - limit = atoi(c->argv[pos+2]->ptr); + if ((getLongFromObjectOrReply(c, c->argv[pos+1], &offset, NULL) != REDIS_OK) || + (getLongFromObjectOrReply(c, c->argv[pos+2], &limit, NULL) != REDIS_OK)) return; pos += 3; remaining -= 3; } else { addReply(c,shared.syntaxerr);