tenzing 1842f tree and

在本地运行spark程序,出现Scala module 2.13.4 requires Jackson Databind version >= 2.13.0 and < 2.14.0 - Found jackson-databind version 2.12.7

这是jackson多版本题 , 我们需要屏蔽所有hadoop 组件中的Jackson,在pom.xml文件里修改: 添加 <exclusions> <exclusion> <groupId>com.fasterxml.jackson.module</groupId> <artifactId>*</a ......

javascript prototype and class

js中的prototype绝对是js的一个重要知识点,有点像delegate的模式,和oop对象形式还是有些差别的,尽管可以做同样的事情。 简要学习可以参见:https://developer.mozilla.org/en-US/docs/Learn/JavaScript/Objects/Objec ......
javascript prototype class and

Pycharm中配置Pyinstaller工具 and 多文件打包

## 一、Pycharm中配置Pyinstaller 首先,要下载个pyinstaller库,用pip install installer等待完成即可 (顺带记录下pip 配置国内镜像的方法: 国内源: - 阿里云 http://mirrors.aliyun.com/pypi/simple/ - 中 ......
Pyinstaller Pycharm 文件 工具 and

JS 树形数据 Tree的通用方法

点击查看代码 ``` /** * @description 查找包含自身节点的父代节点 * @param list 列表数据 * @param id 节点 id * @param pid 节点的父id */ export function listToTree(list, id, pid) { li ......
树形 方法 数据 Tree JS

「解题报告」CF1179E Alesya and Discrete Math

又到了我最爱的一步都想不出来的环节了! 首先我们有一个分治做法:每次找出所有函数中 $f_k(x_k) = \frac{L}{2}$ 的序列 $\{x_k\}$。我们按照这个进行排序,将函数分为两部分,这样我们就能把问题分为两个子问题: - 定义域为 $[1, x_{\frac{n}{2}}]$,值 ......
Discrete 报告 Alesya 1179E 1179

Oceans on a Shoestring: Shape Representation, Meshing and Shading(低成本的海洋:形状表示、网格划分和着色)-2013年

作者:Huw Bowles 单位:Studio Gobo Introduction(简介):Studio Gobo is a small team of talented developers based in Brighton / UK The Crew(成员):Ben Andrews, Paul ......

1066 Root of AVL Tree

题目: An AVL tree is a self-balancing binary search tree. In an AVL tree, the heights of the two child subtrees of any node differ by at most one; if at ......
1066 Root Tree AVL of

CF1819C The Fox and the Complete Tree Traversal

# [$\color{purple}\text{The Fox and the Complete Tree Traversal}$](https://www.luogu.com.cn/problem/CF1819C) 比较有意思的一题。先考虑一个序列的权值。对长度为 $len$ 的序列排序,价值为 ......
Traversal Complete 1819C 1819 Tree

关于msyql between and 的边界问题

between 的范围是包含两边的边界值 eg: id between 3 and 7 等价与 id >=3 and id<=7 not between 的范围是不包含边界值 eg:id not between 3 and 7 等价与 id < 3 or id>7 mysql between日期边界 ......
边界 between 问题 msyql and

【cpluscplus教程翻译】友元和继承(Friendship and inheritance)

# 友元函数(Friend functions) 原则上,private和protected成员不能在声明的类外被使用,然而这条规则不适用于友元 友元是用friend关键字声明的函数或者说类 如果一个非成员函数声明成一个类的友元,那么它可以访问private和protected。这可以通过在类里添加 ......

1110 Complete Binary Tree(附测试点2,3,4,6分析)

题目: Given a tree, you are supposed to tell if it is a complete binary tree. Input Specification: Each input file contains one test case. For each case ......
Complete Binary 1110 Tree

Tree-of-Thought

引言 人工智能的发展一直以来都是实现智能系统推理能力的主要目标之一。近年来,大型语言模型的发展取得了重大进展,特别是它们在上下文学习方面的应用,为机器推理开辟了新的途径,但其在复杂推理方面仍面临挑战。为此今天分享的这篇文章,介绍了一种名为“Tree-of-Thought(ToT)”的框架,旨在提高自 ......
Tree-of-Thought Thought Tree of

Paper Reading: forgeNet a graph deep neural network model using tree-based ensemble classifiers for feature graph construction

[toc] Paper Reading 是从个人角度进行的一些总结分享,受到个人关注点的侧重和实力所限,可能有理解不到位的地方。具体的细节还需要以原文的内容为准,博客中的图表若未另外说明则均来自原文。 | 论文概况 | 详细 | | | | | 标题 | 《forgeNet: a graph dee ......

UE Build System:Target and Module

Module 是构成 Unreal 的基本元素,每一个 Module 封装和实现了一组功能,并且可以供其他的 Module 使用,整个 Unreal Engine 就是靠各个 Module 组合驱动的,连我们创建的游戏项目本身,都是一个单独的 Module。 那么 UE 又是怎么创建和构建这这些 M ......
System Module Target Build and

How to Delete a Git Branch Both Locally and Remotely

# TL;DR version ``` https://www.freecodecamp.org/news/how-to-delete-a-git-branch-both-locally-and-remotely/ // delete branch locally git branch -d loc ......
Remotely Locally Delete Branch Both

Myarray and Mystring

### Mystring.cpp ``` #include using namespace std; class Mystring { public: Mystring() : s_(NULL), len_(0), siz_(0) {} //无参构造 Mystring(const char* s); ......
Mystring Myarray and

1127 ZigZagging on a Tree

题目: Suppose that all the keys in a binary tree are distinct positive integers. A unique binary tree can be determined by a given pair of postorder and ......
ZigZagging 1127 Tree on

FINC3017 Investments and Portfolio

FINC3017 Investments and Portfolio ManagementAssignment 2: Analyzing AnomaliesDue: 11:59PM, 15 May 2023Word limit: 1500, excluding tables, figures, an ......
Investments Portfolio FINC 3017 and

1099 Build A Binary Search Tree

题目: A Binary Search Tree (BST) is recursively defined as a binary tree which has the following properties: The left subtree of a node contains only no ......
Binary Search Build 1099 Tree

Learning with Local and Global Consistency

[TOC] > [Zhou D., Bousquet O., Lal T. N., Weston J. and Scholk\ddot{o}pf B. Learning with local and global consistency. NIPS, 2003.](https://proceedin ......
Consistency Learning Global Local with

Combining Label Propagation and Simple Models Out-performs Graph Neural Networks

[TOC] > [Huang Q., He H., Singh A., Lim S. and Benson A. R. Combining label propagation and simple models out-performs graph neural networks. ICLR, 20 ......

[React Typescript] Overriding and Removing Component Props

Using Omit import { ComponentProps } from 'react'; import { Equal, Expect } from '../helpers/type-utils'; export const Input = ( props: Omit<Component ......

1043 Is It a Binary Search Tree (附测试点7分析)

题目: A Binary Search Tree (BST) is recursively defined as a binary tree which has the following properties: The left subtree of a node contains only no ......
Binary Search 1043 Tree Is

AtCoder Grand Contest 062 B Split and Insert

[洛谷传送门](https://www.luogu.com.cn/problem/AT_agc062_b "洛谷传送门") [AtCoder 传送门](https://atcoder.jp/contests/agc062/tasks/agc062_b "AtCoder 传送门") 妙妙题。 像这种最 ......
AtCoder Contest Insert Grand Split

ElementUI tree 折叠全部节点

第一 引入树组件,需要通过按钮来控制展开/折叠必须要配置 ref 属性和node-key,树数据要和node-key能匹配 <template> <el-button @click="foldTree">折叠全部节点</el-button> <el-button @click="expandTree ......
节点 ElementUI tree

VUE npm run serve 提示error Mixed spaces and tabs no-mixed-spaces-and-tabs 解决办法

解析: 看这个错误提示意思就是“不允许代码中出现空格和tab键混合的情况”大多数代码约定要求使用空格或 tab 进行缩进,禁止使用空格和tab混合缩进。因此,一行代码同时混有 tab 缩进和空格缩进,通常是错误的。 解决办法:原因找到了,解决办法就是找到spaces和tabs混合的地方,然后统一即可 ......

1064 Complete Binary Search Tree

题目: A Binary Search Tree (BST) is recursively defined as a binary tree which has the following properties: The left subtree of a node contains only no ......
Complete Binary Search 1064 Tree

Sep 2022-Prioritized Training on Points that are Learnable, Worth Learning, and Not Yet Learnt

提出了Reducible Holdout Loss Selection (RHOLOSS),一种简单但有原则的技术,近似地选择那些最能减少模型泛化损失的点进行训练 ......

CF1774F Magician and Pigs【性质】

有一个空序列,需要维护如下三个操作: - ```1 x```:在序列中添加 $x$。 - ```2 x```:把序列中每个元素的值减去 $x$。 - ```3```:重复从第一条到本条操作的前一条的所有操作,包括操作 $3$。 当一个数的值 $\leq 0$ 时,它将被移出序列。求最后有多少个数还在 ......
Magician 性质 1774F 1774 Pigs

CF1824D LuoTianyi and the Function【线段树】

给定长为 $n$ 的数组 $a$,如下定义 $g(i,j)$:当 $i \leq j$ 时,$g(i,j)$ 是满足 $\{ a_p : i \leq p \leq j \} \subseteq \{a_q : x \leq q \leq j\}$ 的最大整数 $x$。否则 $g(i,j) = 0$ ......
线段 LuoTianyi Function 1824D 1824