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  • [Typescript] Making TypeScript Stick - 5 - Extends2022-08-15 02:00:12

    Let’s study a few examples of extends scenarios and see if we can figure out whether it will evaluate to true or false 64 extends number . . . Answer: 查看代码  true   number extends 64 . . . Answer: 查看代码  false     string[] extends any . .

  • [Typescript] Making TypeScript Stick - 32022-07-26 14:32:26

    1. const values = [3, "14", [21]] for (let a in values) { // ^? } for (let b of values) { // ^? } . . . . Answer: for...in loop: The for...in statement iterates over all enumerable properties of an object that are keyed by strings (i

  • 827. Making A Large Island2022-03-08 08:34:19

    This problem is based on 695. Max Area of Island 1. Create a islands matrix, if a cell in grid is 1, there will be a corresponding island number in island matrix. 2. Go through grid, find out all islands (every island has a number) and their size and put

  • POJ - Making the Grade(DP)2021-11-15 19:06:09

    POJ - 3666 Making the Grade 对单调上升和单调下降分别求一遍,取最小值即可。 下面只讨论对单调上升的求法。 引理: 一定存在一组最优解,使得每个 B i Bi

  • 1.2 Interview 1.2.4 Sample Test(IV)2021-10-10 16:02:31

    1.2.4 Sample Test(IV)   Follow-up questions 1. Could the interviewee disagree with the interviewer?(被面试者能与面试者意见相左吗?) Suggested answer: Yes. Don't be afraid to disagree with your interviewer in an agreeable way. If you don't disagree at times, yo

  • Unit1-Making polite dinner conversation2021-08-14 22:02:03

    General English:9-intermediate Unit1-Making polite dinner conversation Vocabulary Dessert and coffee cappuccino 卡布奇诺 fat-free milk 无脂牛奶 lemon sorbet 柠檬冰糕 black coffee, no sugar 黑咖啡 无糖 cherry tart 樱桃馅饼 espresso n. (用汽加压煮出的)浓

  • [LeetCode] 827. Making A Large Island2021-07-18 02:31:53

    You are given an n x n binary matrix grid. You are allowed to change at most one 0 to be 1. Return the size of the largest island in grid after applying this operation. An island is a 4-directionally connected group of 1s. Example 1: Input: gri

  • Hole_making基于特征加工2021-06-11 18:02:34

    原文链接 优势 1,基于特征或IPW自动识别加工区域和加工深度 2,自动根据孔轴识别刀轴方向(多轴) 3,自动检查特征间碰撞干涉(需指定部件,基于后处理和参数设置否则不安全) 4,带自动提醒功能 粗镗使用 G86 X Y Z R F X Y :孔在XY平面上的位置坐标 Z :孔深度。 R :循环起点。 F :切削进给

  • A. Potion-making2021-05-16 18:03:15

    A. Potion-making You have an initially empty cauldron, and you want to brew a potion in it. The potion consists of two ingredients: magic essence and water. The potion you want to brew should contain exactly k % magic essence and (100−k) % water. In one

  • How to Properly Operate the Sand-making Machine?2021-05-04 10:35:41

    Sand-making machine is a specially designed equipment, which needs well-trained operator to operate. Any improper operation during machine running may lead to unnecessary incidents. Below is the demonstration by Luoyang Dahua Heavy Machinery Co.,LTD on ho

  • Making the Grade(POJ-3666)2021-04-11 10:03:34

    题目大意是给出一个长度为 n 的序列,要求使序列变为单调上升或单调不减序列(非严格),问花费的最少代价? 转移方程是:dp[i][j]表示前i个元素的最后一个元素为全部元素第j小时的最小代价 #include<iostream> #include<cstdio> #include<cstdlib> #include<cstring> #include<cmath>

  • POJ.3666 Making the Grade(DP,构造 )2020-12-07 11:02:14

    Language:DefaultMaking the Grade Time Limit: 1000MSMemory Limit: 65536KTotal Submissions: 14460Accepted: 6551DescriptionA straight dirt road connects two fields on FJ's farm, but it changes elevation more than FJ would like. His cows do not mind clim

  • POJ3666 - Making the Grade - 简单DP+滚动数组2020-09-25 09:02:27

    题意 先给出了一个\(n\),之后给出\(n\)个数, 要求通过改变一些数,使得最后变成有序的序列(增或减),输出最小的修改量。 思路 二维DP+滚动数组。 因为数据较弱,所以不用严格递增或严格递减,所以序列中的高度一定是出现过的高度。 所以,最终修改后,或者和前一个数字一样,或者和后一个数字一样,这

  • CDOJ-65 CD Making2019-11-23 16:02:51

    链接 https://acm.uestc.edu.cn/problem/cd-making/description 依据k分两种情况:k<=13时不用解释; k>13时,若n整除k,k除n即为答案,若不能整除,要注意n%k=13的情况,此时若k>=15,则只需多取一张CD来存放剩余歌曲,例如k=15,n=43,此时一种放法为(15,14,14)而不是(15,15,12,1)。但若k=14则需多取两张CD

  • POJ-3666-Making the Grade(DP)2019-10-12 13:00:55

    链接: https://vjudge.net/problem/POJ-3666 题意: A straight dirt road connects two fields on FJ's farm, but it changes elevation more than FJ would like. His cows do not mind climbing up or down a single slope, but they are not fond of an alternating succ

  • Kamil and Making a Stream2019-09-29 22:53:33

    E. Kamil and Making a Stream 参考:Codeforces Round #588 (Div. 2)-E. Kamil and Making a Stream-求树上同一直径上两两节点之间gcd的和 思路:求的就是1~n之间所有最短路的gcd之和。 用一个set来储存每一个结点可能的gcd,另外再用一个三维的map来记录每一个结点的每一个gcd出现

  • POJ3336 Making the Grade2019-09-18 21:52:36

    思路:DP 提交:1次 题解: 最开始我们可以想到,分两种序列都做一遍。 先来证明一个结论: 存在一种构造,使 \(B\) 中的数都在 \(A\) 中出现过,且这样不劣。 (目的是为了转化暂时看起来虚无缥缈的DP) 显然一个数成立,考虑 \(B\) 的前 \(k-1\) 项,向后插入一个数 \(B_k\)。 若 \(B_{k-1}\leq A_k

  • Gridview, ObjectDataSource Making life easy2019-06-21 21:54:24

      Gridview, ObjectDataSource Making life easy By Tapan Dantre Introduction In this Article I will give some brief on sorting, searching, paging in gridview with ObjectDataSource. There are many articles on the internet which had demoed the same but ha

  • Making the Grade2019-05-28 18:54:10

    POJ 题意:给定一个N\((N<=2000)\)个数的序列\(a_i\),构建一个非严格单调的序列\(b_i\),使得\(|a_1-b_1|+|a_2-b_2|+...+| a_N-b_N|\)的值最小. 分析:首先一看到这题,应该就会有一种直觉----序列b中的数全都来自于序列a. 证明:数学归纳法.\(N=1\)时显然满足条件. 假设N=i-1满足条件,

  • $POJ\ 3666\ Making\ the\ Grade\ dp$2019-05-11 19:44:23

    正解:dp 解题报告: 传送门! 这题长得有点儿像$HNOI2019\ D2T3$的10$pts$部分分那个,,,? 不过那题的数据范围是$1e3$,这题是$1e9$鸭$QAQ$ 所以显然直接$dp$是不可取的,这里需要大胆猜结论发现,新的数列$b$一定都是原来的数列$a$中的数 证明等下写等我把代码写完趴$QAQ$ 总之呢,既然

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