《The Last Theorem》是2011年Random House US出版的圖書,作者是Frederik Pohl。
基本介紹
- 書名:The Last Theorem
- 作者:Frederik Pohl
- 出版社:Random House US
- ISBN:9780345470232
《The Last Theorem》是2011年Random House US出版的圖書,作者是Frederik Pohl。
至此費馬大定理得證。1995年,他們把證明過程發表在《數學年刊》(Annals of Mathematics)第141卷上,證明過程包括兩篇文章,共130頁,占滿了全卷,題目分別為Modular elliptic curves and Fermat’s Last Theorem(模形橢圓曲線和費馬大...
他在臨終前剛完成最後一本書《The Last Theorem》的校對工作,該書計畫於2008年出版。在《新科學家》雜誌上刊登他的訃告:“亞瑟·查理斯·克拉克爵士去世,我們已經失去了一個太空時代前的最後一個有遠見,最雄辯的夢想家。”生平 1917...
主詞:Gerhard Frey is the mathematician who found a connection between the Taniyama–Shimura conjecture and The last theorem of Fermat.(意即“格爾哈德‧弗雷是發現了谷山─志村猜想和費馬最後定理間關聯的數學家。”)直接受詞:...
費馬大定理 費馬大定理,也稱費馬最後定理(法語:Le dernier théorème de Fermat);(英語:Fermat's Last Theorem),其概要為:當正整數n>2時,關於x,y,z的不定方程 沒有正整數解 以上陳述由17世紀法國數學家費馬提出,一直被...
他(安德魯·懷爾斯)通過半穩態橢圓曲線的模組化猜想對費馬大定理的驚人證明,開啟了數論的新時代( his stunning proof of Fermat's Last Theorem by way of the modularity conjecture for semistable elliptic curves, opening a new ...
6.Fermat's Last Theorem 7.The equation x3+y3=z3+w3 8.Further developments Ⅷ Computers and Number Theory 1.Introduction 2.Testing for primality 3.‘Random’ number generators 4.Pollard's factoring methods 5....
23 費馬大定理 又名: Fermat's Last Theorem 作者: (英)西蒙?辛格 譯者: 薛密 副標題: 一個困惑了世間智者358年的謎 24 100個著名數學問題 25 數學中的智巧 26 可怕的科學《經典數學》系列 北京少年兒童出版社 尼克.阿諾德【...
Preface to the Second Edition Preface to the First Edition CHAPTER Ⅰ Fermat's Last Theorem CHAPTER 2 Basic Results CHAPTER 3 Dirichlet Characters CHAPTER 4 Dirichlet L-series and Class Number Formulas CHAPTER 5 p-adic L...
called the Taniyama-Weil Conjecture and is known to imply Fermat's Last Theorem. Elliptic curves and the modular forms in the Eichler- Shimura theory both have associated L functions, and it is a consequence of the ...
fourteen algebra and number theory in the eighteenth century 14.1 systems of linear equations 14.2 polynomial equations 14.3 number theory 14.3.1 fermat's last theorem 14.3.2 residues exercises references chapter fifteen...
3 Pythagorean Triples and the Unit Circle... 21 4 Sums of Higher Powersand Fermat’s Last Theorem... 26 5 Divisibility and the Greatest Common Divisor... 30 6 Linear Equations and the Greatest Common Divisor... 37...
13.2 fermat's last theorem 530 13.3 sums of squares 542 13.4 pell's equation 553 13.5 congruent numbers 560 14 the gaussian integers 577 14.1 gaussian integers and gaussian primes 577 14.2 greatest common divisors...
that is much simpler than the one given in Chapter 7. Finally, Fermat's Last Theorem was proved by Wiles, using work of Frey, Ribet, Serre, Mazur, Langlands-Tunnell, Taylor-Wiles, and others. Although the proof,...
17 The Fastest Answer最快的解答 18 Proving Fermat’S Last Theorem證明費馬最後定理 19 Working with Interest Rates計算利息率 20 The Bridges of K~nigsberg七橋問題 21 The Better Buy更實惠地購物 22 Bits and Bytes位與位元組...
and e-Adic Representatio 16 L.Function of an,Elliptic Curve and Its Analytic Continuation 17 Remarks on the Birch and Swinnerton-Dyer Conjecture18 Remarks on the Modular Elliptic Curves Conjecture and Fermat'sLast Theorem19...
Chapter Ⅱ THE CALCULUS OF TABIEAUX 1 Shapes and Tableaux 2 The Substitutional Expressions P and N 3 The Product PrNs 4 The Expressions E 5 von Neumann's Theorem 6 Young's Formula 7 Tableaux of Different Shapes Chap...
另一篇是他的畢業論文,關於“分子中的力(Forces in Molecules)”,基於約翰·斯萊特(John C. Slater)的一個想法,後來該公式被稱為赫爾曼—費曼定理。代表論文如下:Wheeler J A, Feynman R P. Interaction with the absorber as...
3. Rational Images of the Fermat Curve 4. Decomposition of the Divisor Classes Chapter Ⅲ The Riemann Surface 1. Topology and Analytic Structure 2. Integration on the Riemann Surface Chapter Ⅳ The Theorem of Abel-...
1.3.2LiouvilleTheorem 1.3.3StatisticalIndependence 1.3.4MicroscopicalCanonical,CanonicalandGrandCanonicalEnsembles 1.4BoltzmannGas 1.5DensityMatrix 1.5.1DensityMatrix 1.5.2SomeGeneralPropertiesoftheDensityMatrix 1.6Liouville...