NOJ——1062

直接插入排序

时间限制(普通/Java):1000MS/3000MS          运行内存限制:65536KByte
总提交:446           
测试通过:212

描述

给定输入排序元素数目n和相应的n个元素,写出程序,利用内排序算法中直接插入排序算法进行排序,并输出排序过程中每趟及最后结果的相应序列。

输入

共两行,第一行给出排序元素数目n,第二行给出n个元素,1≤n≤400,每个元素值范围为 [0,100000)

输出

三个部分:

第1部分为两行,第1行输出文字“Source:”,第2行给出原始序列;

第2部分,开始输出文字“Insert Sort:”,后续输出简单选择排序过程;

第3部分,开始输出文字“Result:”,后续输出排序结果。

样例输入

7
48 36 68 72 12 48 2

样例输出

Source:
(48) 36 68 72 12 48 2
Insert Sort:
(36 48) 68 72 12 48 2
(36 48 68) 72 12 48 2
(36 48 68 72) 12 48 2
(12 36 48 68 72) 48 2
(12 36 48 48 68 72) 2
(2 12 36 48 48 68 72)
Result:
(2 12 36 48 48 68 72)

提示

数据结构A实验四

题目来源

CHENZ

#include<iostream>
#include<stdio.h>
using namespace std;
int main()
{
int N,i,j;
scanf("%d",&N);
int* p=new int[N];
for(i=;i<N;i++)
scanf("%d",&p[i]);
printf("Source:\n(%d)",p[]);
for(i=;i<N;i++)
printf(" %d",p[i]);
printf("\nInsert Sort:\n");
for(i=;i<N;i++){
if(p[i]<p[i-])
{
int temp=p[i];
for(j=i-;j>=&&temp<p[j];j--){
p[j+]=p[j];
}
p[j+]=temp;
}
printf("(%d",p[]);
for(int t=;t<=i;t++) printf(" %d",p[t]);
printf(")");
for(int t=i+;t<N;t++) printf(" %d",p[t]);
printf("\n");
}
printf("Result:\n(%d",p[]);
for(i=;i<N;i++)
printf(" %d",p[i]);
printf(")\n");
return ;
}

aaarticlea/png;base64,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" alt="" />

ACM——直接插入法排序的更多相关文章

  1. ACM 一种排序

    一种排序 时间限制:3000 ms  |  内存限制:65535 KB 难度:3   描述 现在有很多长方形,每一个长方形都有一个编号,这个编号可以重复:还知道这个长方形的宽和长,编号.长.宽都是整数 ...

  2. POJ 2379 ACM Rank Table(排序)

    题很水,数据注意一下四点即可: 1.有些team会在一道题AC了之后还提交,这个时候只需要算第一次ac的时间以及这之前的wa,之后的全部忽略.2.如果一道题没有ac,那么在计算时间时不应该加上它的wa ...

  3. acm专题---拓扑排序+优先队列

    struct node{ int id; int cnt; node(int _id,int _cnt):id(_id),cnt(_cnt){} bool operator<(node a) c ...

  4. PHP插入法排序

    /** 插入排序(Insertion Sort)的算法描述是一种简单直观的排序算法. 它的工作原理是通过构建有序序列,对于未排序数据,在已排序序列中从后向前扫描, 找到相应位置并插入.插入排序在实现上 ...

  5. 【ACM】hdu_1862_EXCEL排序_201308091948

    EXCEL排序 Time Limit: 10000/5000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others)Total Su ...

  6. 【ACM】hdu_1106_排序_201308071928

    排序Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 65536/32768 K (Java/Others)Total Submissio ...

  7. <转>Java 常用排序算法小记

    排序算法很多地方都会用到,近期又重新看了一遍算法,并自己简单地实现了一遍,特此记录下来,为以后复习留点材料. 废话不多说,下面逐一看看经典的排序算法: 1. 选择排序 选择排序的基本思想是遍历数组的过 ...

  8. 常用排序算法java实现

    写在前面:纸上得来终觉浅.基本排序算法的思想,可能很多人都说的头头是到,但能说和能写出来,真的还是有很大区别的. 今天整理了一下各种常用排序算法,当然还不全,后面会继续补充.代码中可能有累赘或错误的地 ...

  9. PHP排序的几种方法

    // 冒泡排序 function BubbleSort($arr) { // 获得数组总长度 $num = count($arr); // 正向遍历数组 for ($i = 1; $i < $n ...

随机推荐

  1. 洛谷 P1156 垃圾陷阱

    2016-05-31 09:54:03 题目链接 :洛谷 P1156 垃圾陷阱 题目大意: 奶牛掉坑里了,给定坑的深度和方块的个数,每个方块都可以垫脚或者吃掉维持生命(初始为10) 若可以出来,求奶牛 ...

  2. 细谈Linux和windows差异之图形化用户接口、命令行接口

    相信来看本博文的朋友,肯定是已经玩过linux好段时间了,才能深刻理解我此番话语. 这是在Windows下的命令行接口 这是windows下的用户接口 就是它,explorer.ext,可以去尝试.把 ...

  3. Java之序列流SequenceInputStream

    序列流:作用就是将多个读取流合并成一个读取流,实现数据的合并 序列流表示其他输入流的逻辑串联.它从输入流的有序集合开始,并从第一个输入流开始读取,直到文件的末尾,接着从第二个输入流读取,以此类推:这样 ...

  4. 简单OS(ucos超级精简版)——裸调度器【worldsing笔记】

    简单原则少ROM,少RAM,任务完成就让出CPU,调度器描述: 1.按最大任务数轮番调度: 2.任务调用延时接口将让出CPU使用权,进入下一个任务调度: 3.用户任务都处于延时或是不使用CPU运行Id ...

  5. Javascript注意事项二【避免误用parseInt】

    parseInt("123abc"); //123parseInt("1.73"); //1parseInt(".123"); //NaN ...

  6. Linux使用netstat命令查看并发连接数[转]

    转自:http://www.cnblogs.com/wayne173/p/5652043.html Linux使用netstat命令查看并发连接数   我们的网站部署在linux的服务器上,特别是we ...

  7. JNI函数复杂对象传递

    主要操作内容,包括如下几个部分: 1.在Native层返回一个字符串 2.从Native层返回一个int型二维数组(int a[ ][ ]) 3.从Native层操作Java层的类: 读取/设置类属性 ...

  8. android获取mac地址方法

    http://www.cnblogs.com/xioapingguo/p/4037513.html 网上找的,记录一下 public static String getMacAdress(){ Wif ...

  9. Android虚拟环境的工具集Genymotion完整安装教程

    Genymotion提供Android虚拟环境的工具集.相信很多Android开发者一定受够了速度慢.体验差效率及其地下的官方模拟器了.如果你没有物理机器,又不想忍受官方模拟器的折磨,Genymoti ...

  10. 修改hosts文件(判断是否为管理员/以管理员权限运行脚本)

    将以下命令保存为 HostsModify.ps1,然后执行即可 #该脚本用来添加hosts解析记录.脚本在执行的时候会判断当前用户是否为管理员,如果不是则弹出提示框口,要求输入相应密码 If (-NO ...