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The built environment and place attachment: Insights from Japanese cities. [PDF]

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Li J, Koohsari MJ, Kaczynski AT, Tanimoto R, Watanabe R, Nakaya T, Luo Y, Zhao J, Yasunaga A, Oka K, Hanibuchi T.   +10 more
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Visual research ethics at the crossroads

Wiles, Rose, Clark, Andrew, Prosser, Jon
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The Mathematical Works of Andrew Wiles

The Abel Prize, 2019
This paper surveys the published mathematical works of Andrew Wiles up through the time he was awarded the Abel Prize.
exaly   +2 more sources

Andrew Wiles en de Abelprijs

Nieuw Archief voor Wiskunde. Vijfde serie, 2017
Op 24 mei 2016 ontving Sir Andrew J. Wiles de Abelprijs ‘for his stunning proof of Fermat’s Last Theorem by way of the modularity conjecture for semistable elliptic curves, opening a new era in number theory’. In dit artikel schetsen Sander Dahmen en Arno Kret wat Wiles bewezen heeft en laten zien wat voor prachtig onderzoek er uit zijn werk ...
Dahmen, S.R., Kret, Arno
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THE HYPOTHESIS OF TANIYAMA IS FALSE. ANDREW WILES COULD NOT SOLVE THE FARM PROBLEM

Актуальные проблемы современной науки, 2023
В статье не анализируется доказательство Эндрю Уайлса. Только доказывается ошибочность гипотезы Таниямы, благодаря тождеству, показанному в статье. The article does not analyze the proof of Andrew Wiles. Only the erroneousness of Taniyama’s hypotheses is proved,
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Un’intervista a Andrew Wiles

2007
Andrew Wiles, nato a Cambridge nel 1953, manifesto fin da bambino un forte interesse per la teoria dei numeri e, in particolare, per l’ultimo teorema di Fermat.
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Enjoy the pursuit, as Andrew Wiles did with Fermat’s Last Theorem

2020
Abstract “Enjoy the pursuit, as Andrew Wiles did with Fermat’s Last Theorem” recounts the story of how mathematician Andrew Wiles was undaunted in the face of 350 years’ worth of mathematicians’ failed efforts at attempting to solve Fermat’s Last Theorem. He believed in his abilities and ultimately succeeded in providing a proof.
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Andrew Wiles: A Math Whiz Battles 350-Year-Old Puzzle

Math Horizons, 1993
(1993). Andrew Wiles: A Math Whiz Battles 350-Year-Old Puzzle. Math Horizons: Vol. 1, No. 1, pp. 8-11.
exaly   +2 more sources