下面是双向链表的实现,《数据结构与算法分析C语言描述》中的
doubleList.h
typedef int elementType;
#ifndef DOUBLE_LIST_H
#define DOUBLE_LIST_H
struct node;
typedef struct node * ptrToNode;
typedef ptrToNode list;
typedef ptrToNode position;
list makeEmpty(list L);
int isEmpty(list L);
int isLast(list L, position P);
position find(elementType X, list L);
position findLast(list L);
void insert(list L, elementType X, position P);
void deleteElement(elementType X, list L);
position findPrevious(elementType X, list L);
void deleteList(list L);
position header(list L);
position first(list L);
position advance(position P);
void displayList(list L);
list generateList(int length);
#endif
struct node
{
elementType element;
position next;
position prev;
};
doubleList.c
#include"doubleList.h"
#include<stdlib.h>
#include<stdio.h>
// 这是要干啥呀?
list makeEmpty(list L)
{
return L;
}
int isEmpty(list L)
{
return L->next == NULL;
}
// 这里 L 没有什么作用
int isLast(list L, position P)
{
return P->next == NULL;
}
// 返回节点X的地址,如果没有找到X,那么返回NULL
position find(elementType X, list L)
{
position P;
P = L->next;
while (!isLast(L, P))
{
if(P->element == X)
return P;
else
P = P->next;
}
return NULL;
}
position findLast(list L)
{
position P;
P = L->next;
while (P->next != NULL)
{
P = P->next;
}
return P;
}
// 在链表的位置P之后插入一个新的节点,
void insert(list L, elementType X, position P)
{
position tempPosition;
tempPosition = L;
//确认链表L中是否存在节点 P
while(tempPosition != NULL && tempPosition != P)
{
tempPosition = tempPosition->next;
}
if(tempPosition != NULL)
{
// 在内存中申请一个节点
position aNode = (position)malloc(sizeof(struct node));
aNode->element = X;
aNode->next = tempPosition->next;
if(tempPosition->next != NULL)
tempPosition->next->prev = aNode;
tempPosition->next = aNode;
aNode->prev = tempPosition;
// if (aNode->next == NULL)
// printf("inserted node is %d ,it prev is %d, it next is not exit \n",aNode->element, aNode->prev->element);
// else
// printf("inserted node is %d ,it prev is %d, it next is %d \n",aNode->element, aNode->prev->element, aNode->next->element);
}
else
{
fprintf(stderr, "链表 L 中没有节点 P \n");
}
}
void deleteElement(elementType X, list L)
{
position P, prevP;
P = L->next;
prevP = L;
while (P != NULL && P->element != X)
{
prevP = P;
P = P->next;
}
if(P != NULL)
{
prevP->next = P->next;
P->next->prev =prevP;
free(P);
}
else
{
fprintf(stderr, "链表 L 中没有带有数据 X 的节点 \n");
}
}
position findPrevious(elementType X, list L)
{
position P;
P = L->next;
while (P != NULL && P->element != X)
{
P = P->next;
}
if(P != NULL)
{
return P->prev;
}
else
{
fprintf(stderr, "链表 L 中没有带有数据 X 的节点 \n");
return NULL;
}
}
void deleteList(list L)
{
list tempList = L;
position P;
while (tempList->next != NULL)
{
P = tempList->next;
tempList->next = tempList->next->next;
free(P);
}
}
position header(list L)
{
return L;
}
position first(list L)
{
return L->next;
}
position advance(position P)
{
return P;
}
void displayList(list L)
{
position P;
P = L->next;
int i = 0;
if(L->next == NULL)
printf("<%d> \t--> %d (header), next is not exit, prev is not exit \n", i, L->element);
else
printf("<%d> \t--> %d (header), next is %d, prev is not exit \n", i, L->element, L->next->element);
while(P != NULL)
{
i++;
if (P->next != NULL)
printf("<%d> \t--> %d, next is %d, prev is %d \n", i, P->element, P->next->element, P->prev->element);
else
printf("<%d> \t--> %d, next is not exit, prev is %d \n", i, P->element, P->prev->element);
P = P->next;
}
printf("\n");
}
// 生成长度为length的单链表
list generateList(int length)
{
list L = (position)malloc(sizeof(struct node));
L->next = NULL;
L->element = 0;
L->prev = NULL;
int i = 0;
for(i = 0; i < length; i++)
{
insert(L, random() % 100,L);
}
printf("\n");
return L;
}
doubleListTest.c
#include"doubleList.c"
#include<stdio.h>
#define N 10
int main()
{
list L = generateList(N);
displayList(L);
position lastNode = findLast(L);
printf("last node is %d \n", lastNode->element);
position tempNode = lastNode;
int i = N;
while(tempNode != L)
{
printf("<%d> \t is %d \n", i, tempNode->element);
i--;
tempNode = tempNode->prev;
}
printf("<%d> \t(header) is %d \n \n", i, tempNode->element);
printf("find prev of 15 is %d \n", findPrevious(15, L)->element);
deleteElement(15, L);
// deleteList(L);
displayList(L);
return 0;
}
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