importcsvimportrequestsfrombs4importBeautifulSoupdeffetch_page_data(page_number):base_url='https://regengbaike.com/'load_more_url_template=base_url+'?page={}'url=load_more_url_template.format(page_numbe

标题：ACausalityInspiredFrameworkforModelInterpretation关键词：自然语言处理，因果推理，可解释机器学习论文链接：https://dl.acm.org/doi/pdf/10.1145/3580305.3599240会议：KDD1.简介解释(explanation)能否揭示模型表现的根本原因(rootcause)是XAI的重要问题。文章提出

///-----------------23个设计模式是7个原则的具体形式，7原则是23个模式的凝练------------------//////-----------------target:高内聚、低耦合------------------///1.软件设计模式结构类比就是结构class或者是结构体行为类比class里面的函数创造的话，是构造出结构，让

trainmethodsupervisedfine-tuning RewardModeling PPOtraining DPOtraining full-parameter partial-parameter LoRA QLoRA commandparameterfp16 gradient_accumulation_steps lr_scheduler_type lora_target overwrite_cache s

PolynomialshapefunctionsThebasisfunctionvectorisgeneratedwithrow-stackingoftheindividuallagrangepolynomials.Eachpolynomialdefinedintheinterval \([-1,1]\) isafunctionoftheparameter \(r\).Thecurveparametersmatrix \(\bolds

Givenastringsconsistingofwordsandspaces,returnthelengthofthelastwordinthestring.Awordisamaximalsubstringconsistingofnon-spacecharactersonly.Example1:Input:s="HelloWorld"Output:5Explanation:Thelastwordis

Givenapositiveinteger,checkwhetherithasalternatingbits:namely,iftwoadjacentbitswillalwayshavedifferentvalues.Example1:Input:5Output:TrueExplanation:Thebinaryrepresentationof5is:101Example2:Input:7Output:FalseExplanation

I.INTRODUCTION解释是人类智能的关键机制，这种机制有可能提高RL代理在复杂环境中的表现实现这一目标的一个核心设计挑战是将解释集成到计算表示中。即使在最小的规则集变化下，将规则集(或部分规则集)编码到智能体的观察空间等方法也可能导致严重的重新训练开销，因为规则的语义被

本文摘抄自ArielWeinberger博客  JSONWebTokens(JWT)—theonlyexplanationyouwilleverneed|byArielWeinberger|Medium JSONWebTokens(JWT)—theonlyexplanationyouwilleverneedJSONWebTokensarechangingtheworldf

Givenaninputstring s andapattern p,implementregularexpressionmatchingwithsupportfor '.' and '*' where:'.' Matchesanysinglecharacter.​

BinaryNumberwithAlternatingBitsGivenapositiveinteger,checkwhetherithasalternatingbits:namely,iftwoadjacentbitswillalwayshavedifferentva

FibonacciNumberTheFibonaccinumbers,commonlydenotedF(n)formasequence,calledtheFibonaccisequence,suchthateachnumberisthesumofthetwoprece