二叉查詢樹

二叉查詢樹或者是一棵空樹；或者是具有下列性質的二叉樹：

（1）若左子樹不空，則左子樹上所有結點的值均小於它的根結點的值；

（2）若右子樹不空，則右子樹上所有結點的值均大於它的根結點的值； （

3）左、右子樹也分別為二叉排序樹

#include #include typedef struct treenode

bsearchtreenode;
int insertnode(bsearchtreenode **proot, int num)
if (num < (*proot)->m_nvalue)
else
insertnode(&(*proot)->m_pleft, num);
}	else if (num > (*proot)->m_nvalue)
else
insertnode(&(*proot)->m_pright, num);
}	else	}
bsearchtreenode* search(bsearchtreenode *proot, int num)
bsearchtreenode* searchmin(bsearchtreenode *proot)
bsearchtreenode* searchmax(bsearchtreenode *proot)
bsearchtreenode* searchpredecessor(bsearchtreenode *pnode)
if (plocal->m_pparent == null)
return null;
else
return plocal->m_pparent;	}}
bsearchtreenode* searchsuccessor(bsearchtreenode *pnode)
if (plocal->m_pparent == null)
return null;
else
return plocal->m_pparent;	}}
int removenode(bsearchtreenode **proot, int num)
else 
else if (ptoberemoved->m_pparent->m_pright == ptoberemoved)
}}	else if (ptoberemoved->m_pleft && ptoberemoved->m_pright == null)
else if (ptoberemoved->m_pleft == null && ptoberemoved->m_pright)
else
return 1;	}
void preordervisit(bsearchtreenode *proot)
}void postordervisit(bsearchtreenode *proot)
else
}}void inordervisit(bsearchtreenode *proot)
ptemp= nodes.top();
nodes.pop();
printf("%d  ", ptemp->m_nvalue);
if (ptemp->m_pright != null)
}}void inorder_visit(bsearchtreenode *proot)
printf("%d  ", ptemp->m_nvalue);
-- top;
if (ptemp->m_pright)
}}int main()
;	int length = sizeof(key) / sizeof(int);
int i;
for (i = 0; i < length; i++)
preordervisit(ptree);
printf("\n");
inordervisit(ptree);
printf("\n");
postordervisit(ptree);
printf("\n");
bsearchtreenode *min = searchmin(ptree);
bsearchtreenode *max = searchmax(ptree);
printf("min is:%d\n", min->m_nvalue);
printf("max is:%d\n", max->m_nvalue);
if (searchpredecessor(min) == null)
printf("no node smaller than %d\n", min->m_nvalue);
if (searchsuccessor(max) == null)
printf("no node larger than %d\n", max->m_nvalue);
int tobefind = 10;
bsearchtreenode *p = search(ptree, tobefind);
if (p)
else
printf("%d do not exit in the tree\n", tobefind);
int toberemoved = 9;
if (removenode(&ptree, toberemoved))
else
printf("fail to remove %d\n", toberemoved);
return 1;
}

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