我想使用后期遍历删除二叉树。这意味着应首先删除树的左侧部分,然后右侧的删除整个树并释放内存,然后再执行第二个函数。我不允许更改函数的参数,只能使用它的内部:
#include <stdio.h>
#include <stdlib.h>
#include <string.h>
#include "telefonbuch.h"
static inline bstree * create_node(unsigned long phone, char * name)
{
bstree * newNode = (bstree *) malloc(sizeof(bstree));
newNode->key.phone = phone;
strcpy(newNode->key.name, name);
newNode->left = NULL;
newNode->right = NULL;
return newNode;
}
void bst_insert_node(bstree * bst, unsigned long phone, char * name)
{
if (bst == NULL)
{
return;
}
if (bst->key.phone > phone)
{
if (bst->left == NULL)
{
bst->left = create_node(phone, name);
return;
}
bst_insert_node(bst->left, phone, name);
}
else
{
if (bst->right == NULL)
{
bst->right = create_node(phone, name);
return;
}
bst_insert_node(bst->right, phone, name);
}
}
bst_node * find_node(bstree* bst, unsigned long phone) {
if (bst == NULL)
{
return NULL;
}
if(bst->key.phone > phone)
{
return find_node(bst->left, phone);
}
else if (bst->key.phone < phone)
{
return find_node(bst->right, phone);
}
return &(bst->key);
}
void bst_in_order_walk_node(bst_node* node) {
}
void bst_in_order_walk(bstree* bst) {
int temp = 0;
int level;
while(temp < level)
{
printf("-");
++temp;
}
printf(" (%ld-%s)\n", bst->key.phone, bst->key.name);
if (bst->left != NULL)
{
print_tree(bst->left, level + 1);
}
if (bst->right != NULL)
{
print_tree(bst->right, level + 1);
}
}
void bst_free_subtree(bst_node* node) {
…what goes here?…
}
void bst_free_tree(bstree* bst) {
if(bst==NULL)
return;
bst_free_tree(bst->left);
printf("Deleting %d node.\n",bst->key);
free(bst);
bst_free_tree(bst->right);
}
以下是结构定义:
typedef struct _bst_node {
char name[60];
unsigned long phone;
} bst_node;
typedef struct _bstree {
bst_node key;
struct _bstree * left;
struct _bstree * right;
} bstree;
你能帮我完成/更正我的代码吗?
答案 0 :(得分:1)
你有:
void bst_free_tree(bstree* bst) {
if(bst==NULL)
return;
bst_free_tree(bst->left);
printf("Deleting %d node.\n",bst->key);
free(bst);
bst_free_tree(bst->right);
}
这将删除当前节点“按顺序”,并在释放后访问释放的内存。不好!</ p>
你需要一个密切的关系:
void bst_free_tree(bstree* bst)
{
if (bst == NULL)
return;
bst_free_tree(bst->left);
bst_free_tree(bst->right);
printf("Deleting %d node.\n", bst->key);
free(bst);
}
这会遍历并释放左子树,然后是右子树,然后最终释放当前节点。
我认为不需要bst_free_subtree()
功能; bst_free_tree()
函数可以很好地释放子树。