The
Uva--122 Trees on the level(二叉树的层次遍历)
记录 23:27 2023-4-20 https://onlinejudge.org/external/1/122.pdf reference:《算法竞赛入门经典第二版》例题6-7 二叉树的层次遍历，这里是直接复制了作者的代码。(之前在我的数据结构学习里面手写过树、二叉树、AVL树(说是手写，其实也 ......
The Second Type of Uncertainty in Monte Carlo Tree Search
**发表时间：**2020 **文章要点：**MCTS里通常通过计算访问次数来做探索，这个被称作count-derived uncertainty。这篇文章提出了第二种uncertainty，这种uncertainty来源于子树的大小，一个直觉的想法就是，如果一个动作对应下的子树小，那就不用探索那么 ......
1094 The Largest Generation
A family hierarchy is usually presented by a pedigree tree where all the nodes on the same level belong to the same generation. Your task is to find t ......
Find the sum of the series : 1.n + 2.(n – 1) + 3.(n – 2) + ….. + (n – 1).2 + n.1.
https://www.vedantu.com/question-answer/find-the-sum-of-the-series-1n-+-2n-1-+-3n-2-+-+-class-11-maths-cbse-5f34d4da5597f32583a5adca ......
Git提交时提示The file will have its original line endings in your working directory的解决方法
同事新建了一个仓库，git add的时候总是会提示 warning: LF will be replaced by CRLF in public/tinymce/README.md.The file will have its original line endings in your workin ......
Unlock the Power of High-Performance Networking with the IPQ9554
In today's world, reliable and high-speed internet connectivity is essential for everything from online gaming and streaming to remote work and learni ......
Arrange the Numbers UVA - 11481
求 1∼n 的排列 A 中，满足前 m 个数中，刚好有 K 个数使得 A[ i ]=i 的 AA 的个数。 错位排列 #include<bits/stdc++.h> using namespace std; const int mod=1e9+7; #define int long long int ......
DataGrip sqlserver java：驱动程序无法通过使用安全套接字层(SSL)加密与 SQL Server 建立安全连接:“The server selected protocol version TLS10 is not a
1、修改本地java文件 红框中已去掉 2、 3、修改java 环境为本地，默认Default ......
升级 .net 6后 The view 'Index' was not found. The following locations were searched
升级.net6之后Razor页面出现找不到view的情况，原因是.net6默认移除了一些依赖包，如下完美解决web工程添加包Microsoft.AspNetCore.Mvc.Razor.RuntimeCompilationstartup.cs里面加上Compilation引用builder.Serv ......
The fontspec package Font selection for XeTeX and LuaLATEX
The fontspec package Font selection for XeTeX and LuaLATEX By file name XeTeX and LuaTEX also allow fonts to be loaded by file name instead of font na ......
Rendering the Whole Wide World on the World Wide Web - Kevin Ring,2013 - Cesium&AGI
Kevin Ring，Analytical Graphics, Inc. December 2, 2013 1. Massive Terrain Rendering(大批量地形渲染) 2. Cesium Platform - Javascript,webgl,web workers,typed ar ......
报错解决：user.Case: (models.E020) The 'Case.check()' class method is currently overridden by
Django在启动时报错，如下： user.Case: (models.E020) The 'Case.check()' class method is currently overridden by <django.db.models.query_utils.DeferredAttribute o ......
CF1810G The Maximum Prefix
题面传送门 挺好一题，综合了几种方法。 首先看到题会想到一个dp：设 $f_{i,j,k}$ 表示到了第 $i$ 个位置，历史前缀最大值为 $j$ ，当前前缀和为 $k$ 的概率，乘上期望就是答案。但是这个状态非常寄因为状态本身就有 $O(n^3)$ 了而且不易优化。所以我们需要另辟蹊径。 不妨假设 ......
Konga versions equal to or below v0.14.9 use the default TOKEN_SECRET
Vulnerability Description Kong is a clould-native, fast, scalable, distributed microservice abstraction layer (also known as API gateway, API middlewa ......
Codeforces 1810G - The Maximum Prefix（DP）
挺小清新的一道计数题。 首先先分析下这个“最大前缀和”，按照最朴素的思路就是扫一遍每个前缀，然后记录一下当前的 $sum$ 与前面的 $mx$，但是如果你一直陷在这个思路上你就似了，因为按照这个思路做，你 DP 状态里需要记录 $sum$ 和 $mx$ 两个维度，算上下标一维总共是 $n^3$，并且 ......
升级Java17后Maven中使用bouncycastle加解密遇到JCE cannot authenticate the provider BC的解决办法
网上找了很多办法，逐一试过之后，发现有效的方式为修改打包方式： <plugin> <groupId>org.apache.maven.plugins</groupId> <artifactId>maven-jar-plugin</artifactId> <version>3.3.0</version ......
An item with the same key has already been added.
开发环境：.Net Core 3.1，NPOI 2.6.0 前言：复制行数据时，提示错误如下： An item with the same key has already been added. Key: 0 at System.Collections.Generic.Dictionary`2.Tr ......
Unable to create an object of type 'NetcoremvcDbcontext'. For the different patterns supported at design time, see https://go.microsoft.com/fwlink/?linkid=851728
问题描述：我整个项目重新生成没有报错，但是用efcore迁移数据库命令：Add-Migration init就生成不了文件夹Migrations，并且报错：Unable to create an object of type 'NetcoremvcDbcontext'. For the differ ......
How to improve the accuracy of Tesseract OCR
Preprocess the image: Preprocessing involves applying various techniques to the image to enhance its quality and make it easier for the OCR engine to ......
Train the Tesseract OCR engine[how to do]
Training the Tesseract OCR engine is a complex and time-consuming process that involves several steps. Here is an overview of the process: Prepare you ......
How to fix use the cURL to connect to GitHub with a 443 HTTPS error All In One
How to fix use the cURL to connect to GitHub with a 443 HTTPS error All In One
curl: (7) Failed to connect to raw.githubusercontent.com port 443: 拒绝连接... ......
Specified named range 'F' does not exist in the current workbook.
开发环境：.Net Core 3.1，NPOI 2.6.0 前言：最近使用生成excel发现出现以下错误。 耐心排查，看错误描述以为是自己当前的sheet页里面有问题，却忽略了其他sheet页，最后发现其中一个sheet页的问题，具体什么问题未排查出来，只是复制了一下有问题的sheet页并且删除原有 ......
The Super Powers UVA - 11752
求1~2^64 区间里， 有多少合法数X 合法数: X= a^b ，至少存在2个不同的a #include <iostream> #include <algorithm> #include <vector> using namespace std; const int N =65536+3; int ......
How to execute a shell script in the .profiles file All In One
How to execute a shell script in the .profiles file All In One
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D. The Butcher（思维+构造）
题目 Codeforces Round 866 (Div. 2)D. The Butcher 题意 n个数对a，b，表示矩形 这n个矩形通过原先一个大矩形分割而来 每次分割只在上一次分割的矩阵其中之一 现在原先的矩阵大小未知，问有原先的矩阵（在切割过程中不会旋转矩阵）多少种，并输出 保证至少存在一种 ......
启动SSH服务报：Job for ssh.service failed because the control process exited with error code.......
Job for ssh.service failed because the control process exited with error codesee systemctl status ssh.service and journalctl -xe for details.然后按照提示输入: ......
[Flink] Flink作业报错：Caused by: The connector is trying to read binlog starting at GTIDs ..., but this is no longer available on the server[转载]
这个问题，属于偶现问题。通常几个月才偶现一次。 因为上周五又出现了一次，且团队内多位小伙伴都遇到过。故此，这次特别记录下，以加强印象。 1 问题描述 Flink作业报错：Caused by: The connector is trying to read binlog starting at GTI ......
How to use Linux shell command filter the IP address All In One
How to use Linux shell command filter the IP address All In One
如何使用 Linux shell 命令过滤 IP 地址
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The 1st Universal Cup Stage 12: ̄Ookayama, April 15-16, 2023 Problem A. XOR Tree Path
题意 给定一颗树，对于每个节点有一个颜色(白色或者黑色)，对于一个操作：选择一个叶子节点，对于从叶子节点到根节点路径上的所有颜色反转（黑变白，白变黑）。让你求出使用任意次操作后，整个树上黑色节点最多有多少个。 思路对于每个节点在最终状态有两种结果，一个是不变，一个是反转颜色。如果颜色反转，则在这个节 ......