#include <iostream>
using namespace std;
#define YES 1
#define NO 0
class tree
{
private:
public:
struct leaf
{
int data;
leaf *l;
leaf *r;
};
struct leaf *p;
tree();
~tree();
void destruct(leaf *q);
tree(tree& a);
void findparent(int n,int &found,leaf* &parent);
void findfordel(int n,int &found,leaf *&parent,leaf* &x);
void add(int n);
void transverse();
void in(leaf *q);
void pre(leaf *q);
void post(leaf *q);
void del(int n);
leaf* createBST(int *preOrder, int* inOrder, int len);
};
tree::tree()
{
p=NULL;
}
tree::~tree()
{
destruct(p);
}
void tree::destruct(leaf *q)
{
if(q!=NULL)
{
destruct(q->l);
del(q->data);
destruct(q->r);
}
}
void tree::findparent(int n,int &found,leaf *&parent)
{
leaf *q;
found=NO;
parent=NULL;
if(p==NULL)
return;
q=p;
while(q!=NULL)
{
if(q->data==n)
{
found=YES;
return;
}
if(q->data>n)
{
parent=q;
q=q->l;
}
else
{
parent=q;
q=q->r;
}
}
}
void tree::add(int n)
{
int found;
leaf *t,*parent;
findparent(n,found,parent);
if(found==YES)
cout<<"\nSuch a Node Exists";
else
{
t=new leaf;
t->data=n;
t->l=NULL;
t->r=NULL;
if(parent==NULL)
p=t;
else
parent->data > n ? parent->l=t : parent->r=t;
}
}
void tree::transverse()
{
int c;
cout<<"\n1.InOrder\n2.Preorder\n3.Postorder\nChoice: ";
cin>>c;
switch(c)
{
case 1:
in(p);
break;
case 2:
pre(p);
break;
case 3:
post(p);
break;
}
}
void tree::in(leaf *q)
{
if(q!=NULL)
{
in(q->l);
cout<<"\t"<<q->data<<endl;
in(q->r);
}
}
void tree::pre(leaf *q)
{
if(q!=NULL)
{
cout<<"\t"<<q->data<<endl;
pre(q->l);
pre(q->r);
}
}
void tree::post(leaf *q)
{
if(q!=NULL)
{
post(q->l);
post(q->r);
cout<<"\t"<<q->data<<endl;
}
}
void tree::findfordel(int n,int &found,leaf *&parent,leaf *&x)
{
leaf *q;
found=0;
parent=NULL;
if(p==NULL)
return;
q=p;
while(q!=NULL)
{
if(q->data==n)
{
found=1;
x=q;
return;
}
if(q->data>n)
{
parent=q;
q=q->l;
}
else
{
parent=q;
q=q->r;
}
}
}
void tree::del(int num)
{
leaf *parent,*x,*xsucc;
int found;
// If EMPTY TREE
if(p==NULL)
{
cout<<"\nTree is Empty";
return;
}
parent=x=NULL;
findfordel(num,found,parent,x);
if(found==0)
{
cout<<"\nNode to be deleted NOT FOUND";
return;
}
// If the node to be deleted has 2 leaves
if(x->l != NULL && x->r != NULL)
{
parent=x;
xsucc=x->r;
while(xsucc->l != NULL)
{
parent=xsucc;
xsucc=xsucc->l;
}
x->data=xsucc->data;
x=xsucc;
}
// if the node to be deleted has no child
if(x->l == NULL && x->r == NULL)
{
if(parent->r == x)
parent->r=NULL;
else
parent->l=NULL;
delete x;
return;
}
// if node has only right leaf
if(x->l == NULL && x->r != NULL )
{
if(parent->l == x)
parent->l=x->r;
else
parent->r=x->r;
delete x;
return;
}
// if node to be deleted has only left child
if(x->l != NULL && x->r == NULL)
{
if(parent->l == x)
parent->l=x->l;
else
parent->r=x->l;
delete x;
return;
}
}
tree::leaf* tree::createBST(int *preOrder, int* inOrder, int len)
{
int i;
tree::leaf *bst = new tree::leaf;
// tree bst;
if(len < 0)
bst = NULL;
return bst;
bst->data = *preOrder;
for(i = 0; i < len; i++)
if(*(inOrder + i) == *preOrder)
break;
bst->l = createBST(preOrder + 1, inOrder, i);
bst->r = createBST(preOrder + i +1, inOrder + i + 1, len-i-1);
return bst;
}
int main()
{
/* tree t;
int data[]={32,16,34,1,87,13,7,18,14,19,23,24,41,5,53};
for (int iter=0; iter<15; iter++)
{
t.add(data[iter]);
}
t.transverse();
t.del(16);
t.transverse();
t.del(41);
t.tranverse();
*/
tree bst;
int pre_data[] = {20,8,4,12,10,14,22};
int in_data[] = {4,8,10,12,14,20,22};
bst.p = bst.createBST(pre_data, in_data, 7);
bst.transverse();
return 0;
}
***************被修改:**********
编译免费错误。但是我跑完后就出现了分段错误。
在gcc下运行。
答案 0 :(得分:1)
tree::leaf* tree::createBST(int *preOrder, int* inOrder, int len)
{
int i;
tree::leaf *bst = new tree::leaf;
// tree bst;
if(len < 0)
bst = NULL;
return bst; // This doesn't come under `if` statement. Nothing gets executed
// after this statement. So, returning a leaf whose members are
// not initialized at all.
// ....
}
现在你正在收集它main()
-
bst.p = bst.createBST(pre_data, in_data, 7);
bst.p
的成员(即l,r,数据)未分配任何值。但是您要求in(..), pre(..), post(..)
中的任何一个,因此分段错误。
答案 1 :(得分:0)
作为 Mahesh 的评论提示,您的createBST
方法实际上并未修改您调用它的tree
对象。所以你的树开始空了;通过致电createBST
,它不会变得空虚;你遍历树然后什么都不做,因为你正在穿越一棵空树。