Avner Ash

Autor von Fearless Symmetry: Exposing the Hidden Patterns of Numbers

4 Werke 332 Mitglieder 8 Rezensionen

Werke von Avner Ash

Beliebt Zuletzt

Fearless Symmetry: Exposing the Hidden Patterns of Numbers (2006) 175 Exemplare

Elliptic Tales: Curves, Counting, and Number Theory (2012) 107 Exemplare

Summing It Up: From One Plus One to Modern Number Theory (2016) 44 Exemplare

Smooth compactification of locally symmetric varieties (1975) 6 Exemplare

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Abstrakte Algebra (4) Algebra (3) Birch-Swinnerton-Dyer conjecture (1) BR-Pianobox (1) BSD conjecture (1) Darstellungstheorie (2) dup? (2) E-Book (5) elliptic curves (7) exceptional-books (1) Galois (3) Galoistheorie (4) Gebunden (3) Gelesen (2) general mathematics (4) Geometrie (3) Gruppentheorie (9) JGPL (1) lese gerade (2) location-zenobia (1) LS43 (1) mAmazon (1) math-physics (1) Mathematics/Infinity (2) Mathematics/Numbers (3) Mathematics/Pi (2) Mathematik (95) New Books for Spring 2013 (1) noch zu lesen (8) popular mathematics (6) PSwish (1) s4u (2) Sachbuch (9) Symmetrie (12) unfoodthemed (1) ungelesen (3) Wissenschaft (5) Wunschzettel (3) XL (1) Zahlentheorie (29)

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Wissenswertes

Geburtstag: 1949
Geschlecht: male
Nationalität: USA
Geburtsort: Chicago, Illinois, USA
Ausbildung: Harvard University (PhD)
Berufe: university professor
mathematician
Organisationen: Ohio State University
Boston College

Mitglieder

Rezensionen

Elliptic Tales: Curves, Counting, and Number Theory von Avner Ash

Pretty technical for a math book in a public library. Currently, I'm holding two books by Eli Maor, which are just technical enough, so I'm letting this one go for now.

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themulhern | 1 weitere Rezension | Dec 5, 2018 |

Summing It Up: From One Plus One to Modern Number… von Avner Ash

dropbox

16 dezembro: p11

modular forms will be explained in an informal way

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ManuelSilva | Dec 13, 2016 |

Fearless Symmetry: Exposing the Hidden Patterns of… von Avner Ash

difficult

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stevemwilliams | 4 weitere Rezensionen | Mar 18, 2014 |

Elliptic Tales: Curves, Counting, and Number Theory von Avner Ash

Pure mathematics: Centered on properties of "elliptic" curves described by equations of the form y^2 = x^3 + Ax + B. Aimed at inculcating an understanding of the conjecture of Birch and Swinnerton-Dyer, one of the unsolved Millennium Problems with a million-dollar prize. Challenging but not altogether impenetrable for readers who are not professional mathematicians, as long as they are comfortable with algebra and calculus.

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fpagan | 1 weitere Rezension | Aug 29, 2012 |

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