假设有两个按元素值递增有序排列的线性表A和B,均以单链表作存储结构,请编写算法将A表和B表归并为一个按元素值递增 有序(即非递增有序,允许表中含有值相同的元素)排列的线性表C,并要求利用原装(即A表和B表)的结点空间构造C表。
采用的方法:
尾插法
#include <iostream> #include <cstdlib> #include <cstdio> #include <ctime> using namespace std; typedef char ElemType; typedef struct Node{ ElemType data; struct Node *next; }Node, *LinkList; LinkList CreateList() { LinkList L; ElemType c; L = (LinkList)malloc(sizeof(Node)); L->next = NULL; Node *p , *tail; tail = L; c = getchar(); while(c != '#') { p = (Node *)malloc(sizeof(Node)); p->data = c; tail->next = p; tail = p; c = getchar(); } tail->next = NULL; return L; } void ShowList(LinkList L) { Node *p; p = L->next; while(p != NULL) { cout << p->data << " "; p = p->next; } cout << endl; } LinkList MergeList(LinkList LA, LinkList LB) { LinkList LC; Node *pa, *pb, *r; pa = LA->next; pb = LB->next; LC = LA; LC->next = NULL; r = LC; while(pa != NULL && pb != NULL) { if(pa->data <= pb->data) { r->next = pa; r = pa; pa = pa->next; } else { r->next = pb; r = pb; pb = pb->next; } if(pa) { r->next = pa; } else { r->next = pb; } } return LC; } int main() { LinkList LA; LA = CreateList(); getchar(); LinkList LB; LB = CreateList(); cout << "LA:" << endl; ShowList(LA); cout << "LB:" << endl; ShowList(LB); LinkList LC; LC = MergeList(LA, LB); cout << "MergeList:" << endl; ShowList(LC); return 0; }
假设有两个按元素值递增有序排列的线性表A和B,均以单链表作存储结构,请编写算法将A表和B表归并为一个按元素值递减 有序(即非递增有序,允许表中含有值相同的元素)排列的线性表C,并要求利用原装(即A表和B表)的结点空间构造C表。
采用的方法:
即先进行线性表的逆置,在进行合并
#include <iostream> #include <cstdlib> #include <cstdio> #include <ctime> using namespace std; typedef char ElemType; typedef struct Node{ ElemType data; struct Node *next; }Node, *LinkList; LinkList CreateList() { LinkList L; ElemType c; L = (LinkList)malloc(sizeof(Node)); L->next = NULL; Node *p , *tail; tail = L; c = getchar(); while(c != '#') { p = (Node *)malloc(sizeof(Node)); p->data = c; tail->next = p; tail = p; c = getchar(); } tail->next = NULL; return L; } void ShowList(LinkList L) { Node *p; p = L->next; while(p != NULL) { cout << p->data << " "; p = p->next; } cout << endl; } void ReverseList(LinkList L) { Node *p, *q; p = L->next; L->next = NULL; while(p != NULL) { q = p->next; p->next = L->next; L->next = p; p = q; } } LinkList MergeList1(LinkList LA, LinkList LB) { LinkList LC; Node *pa, *pb, *r; pa = LA->next; pb = LB->next; LC = LA; LC->next = NULL; r = LC; while(pa != NULL && pb != NULL) { if(pa->data <= pb->data) { r->next = pa; r = pa; pa = pa->next; } else { r->next = pb; r = pb; pb = pb->next; } if(pa) { r->next = pa; } else { r->next = pb; } } return LC; } LinkList MergeList2(LinkList LA, LinkList LB) { ReverseList(LA); ReverseList(LB); LinkList LC; Node *pa, *pb, *r; pa = LA->next; pb = LB->next; LC = LA; LC->next = NULL; r = LC; while(pa != NULL && pb != NULL) { if(pa->data <= pb->data) { r->next = pb; r = pb; pb = pb->next; } else { r->next = pa; r = pa; pa = pa->next; } if(pa) { r->next = pa; } else { r->next = pb; } } return LC; } int main() { LinkList LA; LA = CreateList(); getchar(); LinkList LB; LB = CreateList(); cout << "LA:" << endl; ShowList(LA); cout << "LB:" << endl; ShowList(LB); LinkList LC; LC = MergeList2(LA, LB); cout << "MergeList2:" << endl; ShowList(LC); return 0; }