삭제 기록

둘러보기로 가기 검색하러 가기

아래의 목록은 최근에 삭제된 문서입니다.

기록 목록
(최신 | 오래됨) (다음 50개 | ) (20 | 50 | 100 | 250 | 500) 보기
  • 2022년 7월 10일 (일) 20:08 Pythagoras0 토론 기여님이 노트 디버깅 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_8dcc68b9">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> # You can’t have a finite field with 12 elements since you’d have to write it as 2^2 * 3 which breaks the conventi...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2022년 7월 6일 (수) 00:33 Pythagoras0 토론 기여님이 Test1111 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # Selberg worked out the non-compact case when G is the group SL(2, R); the extension to higher rank groups is the Arthur–Selberg trace formula.<ref name="ref_c2536028">[https://en.wikipedia.org/wiki/Selberg_trace_formula Selberg trace formula]</ref> # Motivated by the analogy, Selberg introduced the Selberg zeta function of a Riemann surface...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 16일 (목) 03:18 Pythagoras0 토론 기여님이 Mathnt title 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # A finite field with 11 elements can be defined as GF(11^1) .<ref name="ref_a5eacf87">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_a5eacf87" /> # You can’t have a finite...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 16일 (목) 03:18 Pythagoras0 토론 기여님이 Test33333 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # A finite field with 11 elements can be defined as GF(11^1) .<ref name="ref_a5eacf87">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_a5eacf87" /> # You can’t have a finite...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 16일 (목) 03:13 Pythagoras0 토론 기여님이 Test345 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_8dcc68b9">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> # You can’t have a finite field with 12 elements since you’d have to write it as 2^2 * 3 which breaks the conventi...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 16일 (목) 02:24 Pythagoras0 토론 기여님이 Test345 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== ===소스=== <references /> == 노트 == ===말뭉치=== # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_8dcc68b9">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> ===소스=== <references /> == 노트 == ===말뭉치==...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 16일 (목) 02:10 Pythagoras0 토론 기여님이 Test345 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # A finite field with 11 elements can be defined as GF(11^1) .<ref name="ref_a5eacf87">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_a5eacf87" /> # You can’t have a finite...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 16일 (목) 01:45 Pythagoras0 토론 기여님이 Test345 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== # A finite field with 11 elements can be defined as GF(11^1) .<ref name="ref_a5eacf87">[https://medium.com/loopring-protocol/learning-cryptography-finite-fields-ced3574a53fe Learning Cryptography, Part 1: Finite Fields]</ref> # A finite field with 256 elements would be written as GF(2^8) .<ref name="ref_a5eacf87" /> # You can’t have a finite...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 15일 (수) 19:38 Pythagoras0 토론 기여님이 타원곡선 secp256k1 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== ===소스=== <references /> == 메타데이터 == ===Spacy 패턴 목록=== * [{'LOWER': 'dss'}] * [{'LOWER': 'digital'}, {'LOWER': 'signature'}, {'LOWER': 'standard'}]". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 15일 (수) 19:37 Pythagoras0 토론 기여님이 타원곡선 secp256k1 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== ===소스=== <references /> == 메타데이터 == ===Spacy 패턴 목록=== * [{'LOWER': 'dss'}] * [{'LOWER': 'digital'}, {'LOWER': 'signature'}, {'LOWER': 'standard'}]". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 15일 (수) 19:09 Pythagoras0 토론 기여님이 코블리츠 곡선 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== ===소스=== <references /> == 메타데이터 == ===Spacy 패턴 목록===". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 9월 15일 (수) 19:06 Pythagoras0 토론 기여님이 타원곡선 secp256k1 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== ===소스=== <references /> == 메타데이터 == ===Spacy 패턴 목록===". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 7월 1일 (목) 01:12 Pythagoras0 토론 기여님이 Test 문서를 삭제했습니다 (내용: "=맨위= ==메모== * 1660년 영국의 왕립 학회 (Royal Society) 설립 ** http://en.wikipedia.org/wiki/Royal_Society * 1666년 프랑스의 과학 아카데미(Académie des Sciences) 설립 ** http://ko.wikipedia.org/wiki/%ED%94%84%EB%9E%91%EC%8A%A4_%EA%B3%BC%ED%95%99_%EC%95%84%EC%B9%B4%EB%8D%B0%EB%AF%B8 * 1700년 독일 the Prussian Academy of Sciences ** Gottfried...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 2월 18일 (목) 06:47 Pythagoras0 토론 기여님이 Le Mars Municipal Airport 문서를 삭제했습니다 (내용: "== 노트 == ===말뭉치=== ===소스=== <references /> == 메타데이터 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q6507214 Q6507214] ===Spacy 패턴 목록=== * [{'LOWER': 'le'}, {'LOWER': 'mars'}, {'LOWER': 'municipal'}, {'LEMMA': 'Airport'}] * [{'LEMMA': 'LRJ'}] * [{'LEMMA': 'KLRJ'}]". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 2월 12일 (금) 22:43 Pythagoras0 토론 기여님이 튜링 기계 문서를 삭제했습니다 (내용: "== 노트 == * A probabilistic Turing machine (PTM) is a Turing machine (TM) modified for executing a randomized computation.<ref name="ref_ac20">[https://encyclopediaofmath.org/wiki/Probabilistic_Turing_machine Probabilistic Turing machine]</ref> * Essentially, a Turing machine consists of a tape with instructions written on it and the device that can read up and down the...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2021년 1월 23일 (토) 18:11 Pythagoras0 토론 기여님이 파일:Crop 664523305.png 문서를 삭제했습니다
  • 2021년 1월 23일 (토) 18:10 Pythagoras0 토론 기여님이 파일:Crop 664547415.png 문서를 삭제했습니다
  • 2021년 1월 23일 (토) 17:57 Pythagoras0 토론 기여님이 파일:Fig.jpg 문서를 삭제했습니다
  • 2021년 1월 21일 (목) 07:52 Pythagoras0 토론 기여님이 파일:F.png 문서를 삭제했습니다
  • 2021년 1월 21일 (목) 07:07 Pythagoras0 토론 기여님이 Want Specifics Of Baseball? Try To Find Good Suggestions Here! 문서를 삭제했습니다 (내용: "== Want Specifics Of Baseball? Try To Find Good Suggestions Here! == There is no magic stance for striking a baseball. You ought to stand up within a comfy position together with your shoulders parallel in your entire body as well as your toes directed to house basic. Steer clear of trying to replicate another players posture whether it doesn't feel safe. Find out your m...". 유일한 편집자는 "5.157.62.227" (토론))
  • 2021년 1월 21일 (목) 07:07 Pythagoras0 토론 기여님이 Internet Affiliate Marketing Manufactured Straightforward That You Can Understand 문서를 삭제했습니다 (내용: "== Internet Affiliate Marketing Manufactured Straightforward That You Can Understand == Organization affiliate marketing is virtually like obtaining paid out to advertise your company. You get into a collaboration with one more organization and place an advertisement at their webpage. They actually do a similar together with you. Both of you end up having far more consumers...". 유일한 편집자는 "50.3.89.120" (토론))
  • 2021년 1월 21일 (목) 07:07 Pythagoras0 토론 기여님이 Suitable Tips For These Trying To Grow to be Soccer Experts 문서를 삭제했습니다 (내용: "== Suitable Tips For These Trying To Grow to be Soccer Experts == Do you wish to become a much better football player? Would you often want you had the ability to do several of the cool soccer strategies the truth is the advantages do? Should you answered of course to those queries, you've arrive to the right location. Keep reading to understand the tricks and methods fo...". 유일한 편집자는 "5.157.62.236" (토론))
  • 2021년 1월 21일 (목) 07:07 Pythagoras0 토론 기여님이 Internet Affiliate Marketing Produced Basic For You To Find Out About 문서를 삭제했습니다 (내용: "== Internet Affiliate Marketing Produced Basic For You To Find Out About == Company affiliate marketing online is nearly like getting compensated to market your business. You obtain in to a relationship with an additional business and place an ad at their site. They are doing a similar together with you. Both of you end up having much more consumers as well as a commission...". 유일한 편집자는 "50.3.89.120" (토론))
  • 2021년 1월 21일 (목) 07:07 Pythagoras0 토론 기여님이 Want Specifics Of Baseball? Seek Out Very good Suggestions In this article! 문서를 삭제했습니다 (내용: "== Want Specifics Of Baseball? Seek Out Very good Suggestions In this article! == There is not any wonder position for striking a baseball. You should stand up inside a cozy placement with your shoulder muscles parallel in your physique plus your toes aimed toward property base. Avoid seeking to mimic another gamers position if this doesn't feel safe. Find out your...". 유일한 편집자는 "185.122.170.29" (토론))
  • 2021년 1월 21일 (목) 07:07 Pythagoras0 토론 기여님이 Best Methods For Those Trying To Grow to be Football Benefits 문서를 삭제했습니다 (내용: "== Best Methods For Those Trying To Grow to be Football Benefits == Do you want to be a better football player? Would you typically want you were able to do several of the awesome football strategies the truth is the advantages do? When you clarified of course to the questions, you've can come on the right spot. Continue reading to find out the tips and methods for...". 유일한 편집자는 "196.196.148.35" (토론))
  • 2021년 1월 21일 (목) 07:06 Pythagoras0 토론 기여님이 Want Details About Baseball? Look For Great Recommendations Right here! 문서를 삭제했습니다 (내용: "== Want Details About Baseball? Look For Great Recommendations Right here! == There is no secret posture for hitting a baseball. You ought to stand within a secure position along with your shoulder area parallel to the system along with your foot directed in the direction of house bottom. Steer clear of attempting to replicate one more gamers position when it doesn't fee...". 유일한 편집자는 "89.35.31.141" (토론))
  • 2021년 1월 21일 (목) 07:06 Pythagoras0 토론 기여님이 Getting through The SEO Information Spinner To Make Dollars Recede 문서를 삭제했습니다 (내용: "== Getting through The SEO Information Spinner To Make Dollars Recede == A satisfy content spinner is really a software which usually for practical purposes rewires comfortable in order that it might be reused like private content material to the same extent repeatedly as you possibly can. Hip presumption, in addition, subject re-write solution agrees to addicts just...". 유일한 편집자는 "45.10.237.109" (토론))
  • 2021년 1월 21일 (목) 07:06 Pythagoras0 토론 기여님이 Piece of writing Draftswoman - Generate Sole Expose That has a SEO Article Turbine 문서를 삭제했습니다 (내용: "== Piece of writing Draftswoman - Generate Sole Expose That has a SEO Article Turbine == Content Turbine is a software that could enable you to crank out extra terms so as to survive one of a kind also helpful. When you attempt to performs stipulation advertizing, you already know so as to you may need tall feature, single piece of writing to assist you attain an incr...". 유일한 편집자는 "45.10.237.109" (토론))
  • 2021년 1월 21일 (목) 07:06 Pythagoras0 토론 기여님이 Wish To Learn How To Play Football? Suggestions On this page! 문서를 삭제했습니다 (내용: "== Wish To Learn How To Play Football? Suggestions On this page! == Soccer is filled with their own group of nuances. If you wish to increase your football capabilities, this post will be a tremendous help. Allow the adhering to sentences to help you enhance your soccer video game. Always be ready to receive the golf ball. You ought to be targeted on the ball constantly...". 유일한 편집자는 "5.157.62.236" (토론))
  • 2021년 1월 21일 (목) 07:06 Pythagoras0 토론 기여님이 Would Like To Learn To Play Football? Suggestions In this article! 문서를 삭제했습니다 (내용: "== Would Like To Learn To Play Football? Suggestions In this article! == Soccer is packed with their own list of subtleties. If you want to improve your soccer abilities, this short article will be a tremendous help. Allow the subsequent sentences to assist boost your soccer video game. Always anticipate to get the tennis ball. You should be centered on the ball constan...". 유일한 편집자는 "5.157.62.227" (토론))
  • 2021년 1월 21일 (목) 07:05 Pythagoras0 토론 기여님이 Would Like To Learn To Play Football? Tips Here! 문서를 삭제했습니다 (내용: "== Would Like To Learn To Play Football? Tips Here! == Soccer is packed with their own pair of subtleties. If you wish to improve your soccer abilities, this post will be a great help. Permit the adhering to paragraphs to help you boost your football activity. Constantly be ready to get the golf ball. You ought to be focused on your ball at all times and try predicting whi...". 유일한 편집자는 "50.3.89.194" (토론))
  • 2021년 1월 21일 (목) 07:05 Pythagoras0 토론 기여님이 Affiliate Marketing Online Tips To Enhance Your Company 문서를 삭제했습니다 (내용: "== Affiliate Marketing Online Tips To Enhance Your Company == As you may start to produce your business product in internet affiliate marketing, you will learn that there are some things you must do in order to achieve your ability to succeed, tips for advertising and marketing that can in the end lead to a effective company. If you haven't figured them out however, then...". 유일한 편집자는 "5.157.62.236" (토론))
  • 2021년 1월 21일 (목) 07:05 Pythagoras0 토론 기여님이 Affiliate Marketing Ways To Boost Your Company 문서를 삭제했습니다 (내용: "== Affiliate Marketing Ways To Boost Your Company == As you may begin to develop your organization product in affiliate internet marketing, become familiar with that there are some things you need to do in order to achieve your ability to succeed, secrets of advertising and marketing which will ultimately lead to a profitable organization. Should you haven't figured them...". 유일한 편집자는 "89.35.31.141" (토론))
  • 2021년 1월 21일 (목) 07:05 Pythagoras0 토론 기여님이 Affiliate Internet Marketing Ideas To Enhance Your Company 문서를 삭제했습니다 (내용: "== Affiliate Internet Marketing Ideas To Enhance Your Company == As you may begin to build your organization model in affiliate marketing, you will understand there are specific things you should do to experience your ability to succeed, keys to marketing and advertising that may finally cause a successful company. If you haven't figured them out nevertheless, then...". 유일한 편집자는 "185.122.170.37" (토론))
  • 2021년 1월 2일 (토) 07:31 Pythagoras0 토론 기여님이 Check Out These Hairloss Recommendations! 문서를 삭제했습니다 (내용: "== Check Out These Hairloss Recommendations! == It is critical to acquire adequate ascorbic acid to avoid hairloss. Ascorbic Acid is required to generate collagen, which boosts the health insurance and vitality of the person's head of hair. It is possible to raise your consumption of vitamin C by taking in citrus fruit many fruits or candies declines with ascorbic aci...". 유일한 편집자는 "45.10.237.109" (토론))
  • 2020년 12월 30일 (수) 00:26 Pythagoras0 토론 기여님이 분류:서울특별시 출신 문서를 삭제했습니다 (내용: "{{분류 목차|숫자=no|대문자=no}} {{위키공용분류}} * 출신 분류:수도 출신 분류:대한민국의 시도별 출신". 유일한 편집자는 "119.56.220.242" (토론))
  • 2020년 12월 30일 (수) 00:26 Pythagoras0 토론 기여님이 소이현 문서를 삭제했습니다 (내용: "{{다른 사람|소이현 (야구 선수)|배우|야구 선수}} {{영화인 정보 |이름 = 소이현 |본명 = 조우정 |사진 = So Yi-hyun from acrofan.jpg |출생일 = {{출생일과 만나이|1984|8|28}} |출생지 = 대한민국 서울특별시 마포구 상암동 |사망일 = |사망지 = |다른이름 = |종교 = |직...". 유일한 편집자는 "119.56.220.242" (토론))
  • 2020년 12월 28일 (월) 05:12 Pythagoras0 토론 기여님이 고속 푸리에 변환 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q623950 Q623950] ===말뭉치=== # Various fast DFT computation techniques known collectively as the fast Fourier transform, or FFT.<ref name="ref_019fd2e3">[http://www.differencebetween.net/technology/difference-between-fft-and-dft/ Difference Between FFT and DFT Difference Between]</ref> # Fast Fou...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 28일 (월) 03:29 Pythagoras0 토론 기여님이 베이지안 통계 문서를 삭제했습니다 (내용: "http://www.youtube.com/watch?v=TbV15eUvhM4 http://www.amazon.com/The-Theory-That-Would-Not/dp/0300169698")
  • 2020년 12월 28일 (월) 01:07 Pythagoras0 토론 기여님이 How to use WolframAlpha 문서를 삭제했습니다 (내용: "==parametric curves== * parabola ** plot x=t^2-2,y=5-2t where -3<t<4 ** [http://www.wolframalpha.com/input/?i=plot+x%3Dt%5E2-2,y%3D5-2t+where+-3%3Ct%3C4 output] * ellipse ** plot x=4cos t,y=5sin t where -pi/2<t<pi/2 ** [http://www.wolframalpha.com/input/?i=plot+x%3D4cos+t,y%3D5sin+t+where+-pi/2%3Ct%3Cpi/2 output] * hyperbola ** parametricplot x=sinh t,y=cosh t, -1<t<1 ** [http://www.wolframalpha.com/input/?i=parametricplot+x%3Dsinh+t,y%3Dcosh+t,+-1%3Ct%3C1 output]     ==po...")
  • 2020년 12월 28일 (월) 00:52 Pythagoras0 토론 기여님이 J-invariant and the singular moduli 문서를 삭제했습니다 (내용: "==introduction== * singular moduli * norms * trace   ==메모== * [http://terrytao.wordpress.com/2007/05/03/distinguished-lecture-series-ii-shou-wu-zhang-%E2%80%9Cgross-zagier-formula-and-birch-and-swinnerton-dyer-conjecture-%E2%80%9D/ http://terrytao.wordpress.com/2007/05/03/distinguished-lecture-series-ii-shou-wu-zhang-“gross...". 유일한 편집자는 "http://bomber0.myid.net/" (토론))
  • 2020년 12월 27일 (일) 04:38 Pythagoras0 토론 기여님이 클리퍼드 대수 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q674689 Q674689] ===말뭉치=== # If you ever want to read it from an algebraic perspective, Clifford algebras appear in Jacobson's Basic Algebra volumes (one or both), and they also appear in Artin's Geometric Algebra.<ref name="ref_483011ad">[https://math.stackexchange.com/questions/261509/whats-t...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 23일 (수) 00:23 Pythagoras0 토론 기여님이 Face Recognition 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q1192553 Q1192553] ===말뭉치=== # Telpo Android OS face recognition machines have good compatibility and extensibility.<ref name="ref_a25c874f">[https://www.telpo.com.cn/face-recognition-machine/ Face Recognition Machine Manufacturer]</ref> # Further, because it is the first step in a broader fac...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 22일 (화) 22:03 Pythagoras0 토론 기여님이 인공 신경망 문서를 삭제했습니다 (내용: "== 노트 == * Artificial neural networks (ANN) are a buzzword in machine learning right now — both for the technical expert and the everyday user.<ref name="ref_31c4">[https://medium.com/capital-one-tech/artificial-neural-networks-for-machine-learning-79c67d0681e9 Artificial Neural Networks for Machine Learning]</ref> * Today, ANNs are growing in popularity due to the in...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 22일 (화) 21:54 Pythagoras0 토론 기여님이 딥 러닝 문서를 삭제했습니다 (내용: "== 노트 == * This article explains deep learning vs. machine learning and how they fit into the broader category of artificial intelligence.<ref name="ref_884a">[https://docs.microsoft.com/en-us/azure/machine-learning/concept-deep-learning-vs-machine-learning Deep learning vs. machine learning - Azure Machine Learning]</ref> * Deep learning is a subset of machine learnin...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 22일 (화) 19:04 Pythagoras0 토론 기여님이 정규 분포 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q133871 Q133871] ===말뭉치=== # Normal distribution, also called Gaussian distribution, the most common distribution function for independent, randomly generated variables.<ref name="ref_9e8bfb64">[https://www.britannica.com/topic/normal-distribution normal distribution | Definition, Examples, Gra...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 22일 (화) 06:08 Pythagoras0 토론 기여님이 Word2vec 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q22673982 Q22673982] ===말뭉치=== # Word2vec is a method to efficiently create word embeddings and has been around since 2013.<ref name="ref_ace43051">[http://jalammar.github.io/illustrated-word2vec/ The Illustrated Word2vec]</ref> # In this post, we’ll go over the concept of embedding, and the...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 22일 (화) 05:39 Pythagoras0 토론 기여님이 베이즈 분류기 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q17004744 Q17004744] ===말뭉치=== # Then finding the conditional probability to use in naive Bayes classifier.<ref name="ref_e46a6d84">[https://www.kdnuggets.com/2020/06/naive-bayes-algorithm-everything.html Naïve Bayes Algorithm: Everything you need to know]</ref> # To understand the naive Bayes...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 22일 (화) 03:00 Pythagoras0 토론 기여님이 주성분 분석 문서를 삭제했습니다 (내용: "==관련된 항목들== * 특이값 분해 == 노트 == * The first step in PCA is to draw a new axis representing the direction of maximum variation through the data.<ref name="ref_9dbe">[https://www.nonlinear.com/support/progenesis/lc-ms/faq/v4.1/pca.aspx What does Principal Component Analysis (PCA) show?]</ref> * This is because a significant feature is one which...". 유일한 편집자는 "Pythagoras0" (토론))
  • 2020년 12월 21일 (월) 23:08 Pythagoras0 토론 기여님이 Pentagramma mirificum 문서를 삭제했습니다 (내용: "== 노트 == ===위키데이터=== * ID : [https://www.wikidata.org/wiki/Q60170081 Q60170081] ===말뭉치=== # These formulas appeared in the paper by Gauss "Pentagramma Mirificum", published posthumously; Gauss cal- culated geometric quantities characterizing spherical self-polar pentagons, see Figure 3 .<ref name="ref_5c4a9897">[https://www.researchgate.net/figure/Pent...". 유일한 편집자는 "Pythagoras0" (토론))
(최신 | 오래됨) (다음 50개 | ) (20 | 50 | 100 | 250 | 500) 보기
원본 주소 "https://wiki.mathnt.net/index.php?title=특수:기록/delete"