11-散列1 电话聊天狂人 (25 分)
给定大量手机用户通话记录,找出其中通话次数最多的聊天狂人。
输入格式:
输入首先给出正整数N(≤10^5),为通话记录条数。随后N行,每行给出一条通话记录。简单起见,这里只列出拨出方和接收方的11位数字构成的手机号码,其中以空格分隔。
输出格式:
在一行中给出聊天狂人的手机号码及其通话次数,其间以空格分隔。如果这样的人不唯一,则输出狂人中最小的号码及其通话次数,并且附加给出并列狂人的人数。
输入样例:
4
13005711862 13588625832
13505711862 13088625832
13588625832 18087925832
15005713862 13588625832
输出样例:
13588625832 3
/* 6 13005711862 13588625832 13505711862 13088625832 13588625832 18087925832 15005713862 13588625832 13005711862 15005713862 13005711862 15005713862 */ #include<iostream> #include<string> #include<map> using namespace std; const int maxn = 100010; map<string, int> mp; void Input(string str) { if (mp.find(str) == mp.end()) { mp[str] = 1; } else { mp[str]++; } } int main() { int n; cin >> n; string s1,s2; for (int i = 0; i < n; i++) { cin >> s1 >> s2; Input(s1); Input(s2); } map<string, int>::iterator it = mp.begin(); int most_time = -1; int most_num = 0; string most_ID; for (it = mp.begin(); it != mp.end(); it++) { //cout << "it->second = " << it->second << endl; if (it->second > most_time) { most_time = it->second; most_ID = it->first; most_num = 1; } else if(it->second == most_time ) { most_num++; if (most_ID > it->first) { most_ID = it->first; } } } if (1 == most_num) { cout << most_ID << most_time; } else { cout << most_ID << " "<< most_time << " "<< most_num; } return 0; }
散列方法
#include<cstdio> #include<cstring> #include<cstdlib> const int maxn = 12; typedef struct ListNode *Position; typedef struct HTable *HashTable; struct ListNode { char data[maxn]; int count; Position next; } ; struct HTable { Position List; int size; }; HashTable createHash(int n); int nextPrime(int n); void Insert(HashTable H, char *key); void solve(HashTable H); void freeHashTable(HashTable H); int main() { int n; char key[maxn]; scanf("%d", &n); HashTable H = createHash(2*n); for (int i = 0; i < 2 *n; i++) { scanf("%s", key); Insert(H,key); } solve(H); freeHashTable(H); return 0; } HashTable createHash(int n) { HashTable H = (HashTable)malloc(sizeof(struct HTable)); H->size = nextPrime(n); H->List = (Position)malloc(H->size * sizeof(struct ListNode)); for (int i = 0; i < H->size; i++) { H->List[i].next = NULL; } return H; } //查找比n大的最小质数 int nextPrime(int n) { int i, j; int temp = (n % 2) ? n + 2 : n + 1; for ( i = temp; ; i += 2) { for (j = 3; j * j <= i && i % j; j++); if ( j * j > i) { break; } } return i; } void Insert(HashTable H, char *key) { //Position P, temp; int h = (atoi(key+6)) % H->size; //号码的后五位作为散列数 Position p = H->List[h].next; while (p && strcmp(p->data, key) ) //数字号码不相等时p就后移 { p = p->next; } if (p) { p->count++; //该值在第一次构造时赋值0 } else { Position temp = (Position)malloc(sizeof(struct ListNode)); strcpy(temp->data, key); temp->count = 1; temp->next = H->List[h].next; H->List[h].next = temp; } } void solve(HashTable H) { int max = 0, num; char min[maxn]; Position p; for (int i = 0; i < H->size; i++) { p = H->List[i].next; while(p) { if (p->count > max) { max = p->count; strcpy(min, p->data); num = 1; } else if(p->count == max) { num++; if (strcmp(min, p->data) > 0) { strcpy(min, p->data); } } p = p->next; } } if (1 == num) { printf("%s %d", min, max); } else { printf("%s %d %d",min, max, num); } } void freeHashTable(HashTable H) { Position p, temp; for (int i = 0 ; i < H->size; i++) { p = H->List[i].next; while(p) { temp = p->next; free(p->data); p = temp; } } free(H->List); }