monocarp and set the

报错 qt.qpa.plugin: Could not load the Qt platform plugin “xcb“ in ““ even though it was found

参考: https://blog.csdn.net/qq_39938666/article/details/120452028 使用ubuntu系统下python的seaborn模块画图,报错: qt.qpa.plugin: Could not load the Qt platform plugin ......
plugin platform though Could found

【论文阅读】RAL2020: UFOMap An Efficient Probabilistic 3D Mapping Framework That Embraces the Unknown

Last edited time: March 31, 2023 1:30 PM Reference and prenotes Paper link:https://ieeexplore.ieee.org/document/9158399 Code link:https://github.com/U ......

About Interviews and Learning------Learning journals 5

This week, we produced a group assignment, an interview video on cultural appropriation and appreciation, from which we can always learn something use ......
Learning Interviews journals About and

sqlserver 2012打开失败"状态代码 0x10。原因: Unable to retrieve registry settings from TCP/IP protocol's 'IPAll' configuration key. The data is invalid."解决方法

今天阿里云服务器上的sqlserver突然打不开了,尝试去打开服务,报这个错: 请求失败或服务未及时响应,有关详细信息,请参见事件日志或其他适用的错误日志。 于是我就去查看错误日志,错误原因为: TDSSNIClient 初始化失败,出现错误 0xd,状态代码 0x10。原因: Unable to ......
quot configuration sqlserver 39 protocol

【Tanks and Temples】视频帧提取-->用于三维重建

三维重建第一步:从视频中提取若干图像帧用于后续的三维重建,以Tanks and Temples数据集Training Set中的Ignatius场景为例进行说明 1. Prepare Images image set:直接到Step 2 Video: 需要将视频转为图像帧,具体如下步骤: Ignat ......
Temples Tanks 视频 and gt

Repository base is listed more than once in the configuration Repository updates is listed more than once in the configuration Repository extras is listed more than once in the configuration 报错

下载软件包时报错: Repository base is listed more than once in the configuration Repository updates is listed more than once in the configuration Repository ex ......
configuration Repository listed more than

How to find the "usbmodem" of Raspberry Pi Pico on macOS All In One

How to find the "usbmodem" of Raspberry Pi Pico on macOS All In One /dev/tty.usbmodem0000000000001 not exist bug ❌ ......
quot Raspberry usbmodem macOS find

P5074 Eat the Trees

P5074 Eat the Trees 套着板子写,写了份四进制和二进制的 四进制中与板子不同的是其实插头不需要区分左右了,之前左右匹配的情况可以消去插头继续转移 注意特判全为0情况 四进制代码: 点击查看代码 #include<bits/stdc++.h> #include<unordered_m ......
P5074 Trees 5074 Eat the

Codeforces 1770F - Koxia and Sequence(容斥+组合恒等式逆用)

首先根据对称性,$n$ 为偶数的时候直接输出 $0$,证明显然。 考虑 $n$ 为奇数的情况,显然答案等于所有符合条件的数组的 $a_1$ 的异或和。容斥。记 $f_i$ 表示所有数按位与是 $i$ 的子集的答案的异或和,那么由于异或运算只与奇偶性有关,答案可以写作 $\oplus_{y\subse ......
恒等式 Codeforces Sequence 1770F Koxia

How to check the USB devices connected to Linux by using Terminal All In One

How to check the USB devices connected to Linux by using Terminal All In One Raspberry Pi macOS ......
connected Terminal devices check Linux

解决videojs 在Chrome浏览器下报:A network error caused the media download to fail part-way.

记录一下videoJS在Chrome浏览器下有时候出现播放一半或者回退的一个恶心bug,错误提示如下:A network error caused the media download to fail part-way.经过一下午的折腾查找,终于在GitHub上看到他们官方的一个解决方案,这个方案目 ......
download part-way 浏览器 videojs network

Mac 上启动nacos 出现异常java.lang.IllegalArgumentException: the length of secret key must great than or equal 32 bytes; And the secret key must be encoded by base64.

这个异常提示是因为 Nacos 的配置中加密相关的参数未正确填写所导致的。 我们只需要找到nacos/conf/application.properties文件,然后给nacos.core.auth.plugin.nacos.token.secret.key 这个属性配置一个大于32位的随机字符串即 ......
secret IllegalArgumentException must key the

fontawesome-webfont.woff:1 Failed to load resource: the server responded with a status of 404 ()

fontawesome-webfont.woff2:1 Failed to load resource: the server responded with a status of 404 ()fontawesome-webfont.woff:1 Failed to load resource: t ......

FIT5222 executing and pipelining processes

FIT5222 Assignment 2: executing and pipelining processes 1/4 Assignment 2: executing and pipelining processes Due 30 Apr by 23:59 Points 10 Available ......
pipelining executing processes 5222 FIT

mysql Error:index column size too large. the maximum column size is 767 bytes

问题现象 mysql在执行脚本create创建表时,提示以下错误: index column size too large. the maximum column size is 767 bytes 异常原因 INNODB 引擎,UTF-8,主键字符串 默认最大 767,需要修改 解决方案 对数据库 ......
column size maximum mysql Error

【五期李伟平】CCF-B(PR'12)Feature evaluation and selection with cooperative game theory

Xin, S. , et al. "Feature evaluation and selection with cooperative game theory." Pattern Recognition 45.8(2012):2992-3002. 基于合作博弈寻找最优特征子集,重点解决传统基于信息论 ......

The Suspects POJ - 1611 (并查集)

题意:n个学生分属m个团体,一个学生可以属于多个团体。一个学生疑似患病则它所属的整个团体都疑似患病。已知0号学生疑似患病,以及每个团体都由哪些学生构成,求一共多少个学生疑似患病。 分析:维护一个并查集,查询与0在同一集合的元素数量。 #include <iostream> #include<cstd ......
Suspects 1611 The POJ

Problem Z: The Future of the Olympics

Background The International Olympic Committee (IOC) is facing a decreasing number of bids to host the Olympics – both Summer and Winter Games[1]. In ......
Olympics Problem Future The the

hdu3595 GG and MM Every SG博弈

这是一道很神奇的题,神奇的地方在于全网这个模型只有这题 什么是Every SG? 不同于普通的ICG,它由多个游戏同时进行,且必须同时进行 比如这道题,要求先手一次对所有石头堆都要操作 显然对于单独的每种情况,我们都可以求出这是必败态还是必胜态 现在摆在我们眼前的就有一堆游戏,对于每个游戏,你其实是 ......
Every 3595 hdu and GG

ENGG1310 P3.1 Electricity and Protections

这一章虽然比较硬核,但大部分都是高中物理学过的知识 并且对于高中熟知的一些公式 (电压/电流有效值) 之类的将会给出推导 (毕竟现在会积分了),所以还是很值得学习的一 part 原子 Atom All MATTERS are made of atoms. 电子 electron: negativel ......
Electricity Protections ENGG 1310 and

docker desktop k8s错误Unable to connect to the server: EOF

开启 Docker Desktop 的 Kubernetes 功能后运行正常,但在终端中使用 `kubectl` 命令依然会报错,这是什么原因呢... ......
错误 desktop connect docker Unable

What's the Client_Credentials grant type?

What's the Client_Credentials grant type? The Client Credentials grant type is a type of OAuth2 authentication flow that enables a client to authentic ......

在使用git切换分支的时候报错:Your local changes to the following files would be overwritten by checkout:解决方法

报错信息: 在使用git去做K8S证书时常99年的时候,切换分支的时候报错了。 报错原因: 1、第一次接触git,在CSDN上面找了一下解决方法,有的说是本地有更改完还没上传的内容,让给删掉,按照上面执行的操作好像不太行。 2、我就拿着报错信息去百度翻译翻译了一下,提示要将报错的那个文件给隐藏。 3 ......

迁移学习(NRC)《Exploiting the Intrinsic Neighborhood Structure for Source-free Domain Adaptation》

论文信息 论文标题:Exploiting the Intrinsic Neighborhood Structure for Source-free Domain Adaptation论文作者:Shiqi YangYaxing WangJoost van de WeijerLuis HerranzSh ......

Python基础【19】set集合

1.set是一个无序.不重合的集合.内部元素用大括号括起来,元素之间使用逗号进行分隔,里面的元素相同可以是任何类型. 2.set的一些内置方法函数: ......
基础 Python set

BinaryFormatter serialization and deserialization are disabled within this application.

当前微软已经不推荐BinaryFormatter serialization and deserialization,并且在以后的版本可能移除这个选项,所以使用时请谨慎。具体原因可参考官方文档 https://aka.ms/binaryformatter for more information。 ......

华为RH5885 V3 登录kvm 显示 sorry,but the number of user reached the maximum

华为RH5885 V3 登录kvm 显示 sorry,but the number of user reached the maximum 通过独占模式和共享模式均无法登录,提示用户超过最大限制 ssh登录带外管理地址后,使用命令行重启IPM,清除登录信息 iMana:/->ipmcset -d r ......
the maximum reached number sorry

CF617E XOR and Favorite Number

简要题意 给出一个三个正整数 $n,m,k$ 和一个长度为 $n$ 的序列 $a$。 有 $m$ 个询问,每个询问给出一个区间 $[l,r]$。求这个区间内有多少个子区间异或和等于 $k$。 允许离线。$1 \leq n,m \leq 10^5,0 \leq a_i,k \leq 10^6$。时间限 ......
Favorite Number 617E 617 XOR

Sample-Based Learning and Search with Permanent and Transient Memories

**发表时间:**2008(ICML 2008) **文章要点:**这篇文章提出Dyna-2算法,把sample-based learning and sample-based search结合起来,并在Go上进行测试。作者认为,search算法是一种transient的算法,就是短期记忆用了就忘了 ......

CF1366E Chiori and Doll Picking

CF1366E Chiori and Doll Picking 位运算和 __builtin 函数记得开 long long!!!!! 这题很厉害。 记 $p(x) = \operatorname{popcount}(x)$,$\operatorname{span}(B)$ 表示 $B$ 张成的线性 ......
Picking Chiori 1366E 1366 Doll