C语言数据结构 link 链表反转的实现
链表反转,示例如下:
偶数个输入:a->b->c->d->e->f
偶数个输出:e->f->c->d->a->b
or
奇数个输入:a->b->c->d->e->f->g
偶数个输出:g->e->f->c->d->a->b
#include <stdio.h>
#include <malloc.h>
#include <stdlib.h>
/************** start of stack *************/
#define STACK_SIZE 1024
char stack[STACK_SIZE];
int top = 0;
void push(char ch){
stack[top] = ch;
top++;
}
char pop(){
top--;
return stack[top];
}
int isempty(){
return 0 == top;
}
void test_stack(){
push('a');
push('b');
push('c');
push('d');
while(!isempty()){
printf("pop ch: %c\n", pop());
}
}
/************** end of stack *************/
struct _node{
char data;
struct _node *next;
};
typedef struct _node node, *plink;
plink init_link(){
plink pl;
pl = (plink)malloc(sizeof(node));
// check malloc success or not
if(NULL == pl) {
printf("malloc memory fail...");
return NULL;
}
// init link head
pl->data = '\0';
pl->next = NULL;
return pl;
}
void input_data(plink pl, char data){
plink p = pl;
while(p->next){
p = p->next;
}
plink node = NULL;
node = (plink)malloc(sizeof(node)); // malloc a new node
// add data
if(NULL != node){
node->data = data;
node->next = p->next; // last next is NULL
p->next = node;
p = node; // p point last node
}
}
void output_link(plink pl){
if(NULL == pl){
printf("plink is null");
return;
}
plink p = pl->next; // already check pl is NULL, so here is ok
while(NULL != p){
printf("%c -> ", p->data);
p = p->next;
}
printf("\n\n");
}
// push and pop stack
plink revert_link2(plink pl){
plink p = pl;
while(p->next){
// printf("p->data: %c\n", p->next->data);
if(p->next->next){
push(p->next->next->data);
push(p->next->data);
p = p->next->next;
} else {
push(p->next->data);
p = p->next;
}
}
while(!isempty()){
printf("%c -> ", pop());
}
printf("\n\n");
return NULL;
}
plink revert_link(plink pl){
if(NULL == pl){ // check link is NULL
return NULL;
}
int link_len = 0;
plink tmp_pl = pl->next;
while(tmp_pl){ // count link count
link_len++;
tmp_pl = tmp_pl->next;
}
// link length is no more than two node(s)
if(link_len <= 2){
return pl;
}
// link length is more than two nodes
return revert_link2(pl);
}
int main(){
plink pl = NULL;
pl = init_link(); // init link head
input_data(pl, 'a'); // add data
input_data(pl, 'b');
input_data(pl, 'c');
input_data(pl, 'd');
input_data(pl, 'e');
input_data(pl, 'f');
input_data(pl, 'g');
output_link(pl);
plink pl2 = revert_link(pl);
output_link(pl2);
return 0;
}
/****
revert_link.c
linux gcc compile
gcc revert_link.c -o revert_link && ./revert_link
output result:
a -> b -> c -> d -> e -> f -> g
g -> e -> f -> c -> d -> a -> b
or
a -> b -> c -> d -> e -> f
e -> f -> c -> d -> a -> b
****/
间隔螺旋反转:
输入: a -> b -> c -> d -> e -> f
输出: b -> a -> d -> c -> f -> e
plink revert_link3(plink pl){
if(NULL == pl){
printf("plink is null");
return NULL;
}
plink p = pl;
plink first = p->next;
while(NULL != first){
plink second = first->next;
if(NULL != second){
first->next = second->next; // third node
second->next = first; // revert two nodes
first = first->next;
p->next = second;
p = second->next;
}
}
return pl;
}
如有疑问请留言或者到本站社区交流讨论,感谢阅读,希望能帮助到大家,谢谢大家对本站的支持!
您可能感兴趣的文章:C++数据结构与算法之反转链表的方法详解用C++类实现单向链表的增删查和反转操作方法如何使用递归和非递归方式反转单向链表