if (act_list == NULL || act_list->size() == 0)
return;
- HashTable<void *, value_set_t *, uintptr_t, 4> * write_history = history->getWriteHistory();
+ HashTable<void *, value_set_t *, uintptr_t, 0> * write_history = history->getWriteHistory();
/* build inst_list from act_list for later processing */
func_inst_list_t inst_list;
}
}
+/* Compute the distance between this FuncNode and the target node.
+ * Return -1 if the target node is unreachable or the actual distance
+ * is greater than max_step.
+ */
+int FuncNode::compute_distance(FuncNode * target, int max_step)
+{
+ if (target == NULL)
+ return -1;
+ else if (target == this)
+ return 0;
+
+ SnapList<FuncNode *> queue;
+ HashTable<FuncNode *, int, uintptr_t, 0> distances(128);
+
+ queue.push_back(this);
+ distances.put(this, 0);
+
+ while (!queue.empty()) {
+ FuncNode * curr = queue.front();
+ queue.pop_front();
+ int dist = distances.get(curr);
+
+ if (max_step <= dist)
+ return -1;
+
+ ModelList<FuncNode *> * outEdges = curr->get_out_edges();
+ mllnode<FuncNode *> * it;
+ for (it = outEdges->begin(); it != NULL; it = it->getNext()) {
+ FuncNode * out_node = it->getVal();
+
+ /* This node has not been visited before */
+ if ( !distances.contains(out_node) ) {
+ if (out_node == target)
+ return dist + 1;
+
+ queue.push_back(out_node);
+ distances.put(out_node, dist + 1);
+ }
+ }
+ }
+
+ /* Target node is unreachable */
+ return -1;
+}
+
void FuncNode::print_predicate_tree()
{
model_print("digraph function_%s {\n", func_name);