标签:ring 输入 turn 遍历 lse data 构造二叉树 create print
/* 输入先序和中序,构造二叉树,并输出该二叉树的层序、前序、中序、后序遍历结构 输入后序和中序,构造二叉树,并输出该二叉树的层序、前序、中序、后序遍历结构 */ #include <stdio.h> #include<string.h> #include<malloc.h> typedef struct node{ char data; struct node *lchild; struct node *rchild; }BTree; BTree *createPre(char *pre,char *in,int n){ if(n<=0) return NULL; char *p; int k; BTree *b; b=(BTree *)malloc(sizeof(BTree)); b->data=*pre; for(p=in;p<in+n;p++) if(*p==*pre) break; k=p-in; b->lchild=createPre(pre+1,in,k); b->rchild=createPre(pre+k+1,p+1,n-k-1); return b; } BTree *createPost(char *post,char *in,int n){ if(n<=0) return NULL; char *p,r; int k; r=*(post+n-1); BTree *b; b=(BTree *)malloc(sizeof(BTree)); b->data=r; for(p=in;p<in+n;p++) if(*p==r) break; k=p-in; b->lchild=createPost(post,in,k); b->rchild=createPost(post+k,p+1,n-k-1); return b; } void presort(BTree *b){ BTree *p,*st[10]; int top=-1; p=b; while(p!=NULL||top>-1){ while(p!=NULL){ printf("%c ",p->data); top++; st[top]=p; p=p->lchild; } if(top>-1){ p=st[top]; top--; p=p->rchild; } } printf("\n"); } void insort(BTree *b){ BTree *p,*st[10]; int top=-1; p=b; while(p!=NULL||top>-1){ while(p!=NULL){ top++; st[top]=p; p=p->lchild; } if(top>-1){ p=st[top]; top--; printf("%c ",p->data); p=p->rchild; } } printf("\n"); } void postsort(BTree *b){ BTree *p,*st[10]; int t1=-1,t2=-1,tag[10],f; p=b; while(p!=NULL||t1>-1){ if(p!=NULL){ t1++; st[t1]=p; t2++; tag[t2]=1; p=p->lchild; }else{ p=st[t1]; t1--; f=tag[t2]; t2--; if(f==1){ t1++; st[t1]=p; t2++; tag[t2]=2; p=p->rchild; }else{ printf("%c ",p->data); p=NULL; } } } printf("\n"); } void censort(BTree *b){ BTree *p,*qu[10]; int f=-1,r=-1; p=b; r++; qu[r]=p; while(f!=r){ f=(f+1)%10; p=qu[f]; printf("%c ",p->data); if(p->lchild!=NULL){ r=(r+1)%10; qu[r]=p->lchild; } if(p->rchild!=NULL){ r=(r+1)%10; qu[r]=p->rchild; } } printf("\n"); } int main() { char pre[100],in[100],post[100]; int n=7; BTree *b; gets(pre); gets(in); b=createPre(pre,in,n); censort(b); presort(b); insort(b); postsort(b); gets(post); gets(in); b=createPost(post,in,n); censort(b); presort(b); insort(b); postsort(b); return 0; }
输入后序和中序,构造二叉树,并输出该二叉树的层序、前序、中序、后序遍历结构;输入后序和中序,构造二叉树,并输出该二叉树的层序、前序、中序、后序遍历结构
标签:ring 输入 turn 遍历 lse data 构造二叉树 create print
原文地址:https://www.cnblogs.com/zhaohuan1996/p/11896750.html