Podcast appearances and mentions of michael atiyah

Mit 89 Jahren kündigt Michael Atiyah einen Beweis an, der Mathematikgeschichte schreiben könnte. Wird sein Vortrag über die Riemannsche Vermutung der Höhepunkt seiner Karriere? Die Idee für diesen Podcast hat Demian Nahuel Goos am MIP.labor entwickelt, der Ideenwerkstatt für Wissenschaftsjournalismus zu Mathematik, Informatik und Physik an der Freien Universität Berlin, ermöglicht durch die Klaus Tschira Stiftung. (00:00:00) Einleitung (00:02:07) Atiyahs Aufwachsen in der arabischen Welt (00:04:07) Mathe-Studium in Cambridge (00:05:50) Prestige & Preise (00:07:56) Das Heidelberg Laureate Forum (00:10:00) Atiyah kündigt Beweis an (00:12:27) Zweifel in der Mathe-Community (00:15:03) Atiyahs Vortrag auf dem HLF 2018 (00:17:25) Atiyah auf den Spuren von Leibniz und Newton (00:18:46) Topologie: Geometrie ohne Form (00:20:44) Topologie meets Differentialgleichungen (00:25:50) Atiyah-Singer-Indextheorem (00:30:42) Persönliche Eindrücke von Atiyah (00:32:35) Beweis für die Riemannsche Vermutung? (00:34:50) Gerüchte um Atiyahs Vortrag (00:39:03) Verabschiedung >> Artikel zum Nachlesen: https://detektor.fm/wissen/geschichten-aus-der-mathematik-michael-atiyah

Mit 89 Jahren kündigt Michael Atiyah einen Beweis an, der Mathematikgeschichte schreiben könnte. Wird sein Vortrag über die Riemannsche Vermutung der Höhepunkt seiner Karriere? Die Idee für diesen Podcast hat Demian Nahuel Goos am MIP.labor entwickelt, der Ideenwerkstatt für Wissenschaftsjournalismus zu Mathematik, Informatik und Physik an der Freien Universität Berlin, ermöglicht durch die Klaus Tschira Stiftung. (00:00:00) Einleitung (00:02:07) Atiyahs Aufwachsen in der arabischen Welt (00:04:07) Mathe-Studium in Cambridge (00:05:50) Prestige & Preise (00:07:56) Das Heidelberg Laureate Forum (00:10:00) Atiyah kündigt Beweis an (00:12:27) Zweifel in der Mathe-Community (00:15:03) Atiyahs Vortrag auf dem HLF 2018 (00:17:25) Atiyah auf den Spuren von Leibniz und Newton (00:18:46) Topologie: Geometrie ohne Form (00:20:44) Topologie meets Differentialgleichungen (00:25:50) Atiyah-Singer-Indextheorem (00:30:42) Persönliche Eindrücke von Atiyah (00:32:35) Beweis für die Riemannsche Vermutung? (00:34:50) Gerüchte um Atiyahs Vortrag (00:39:03) Verabschiedung >> Artikel zum Nachlesen: https://detektor.fm/wissen/geschichten-aus-der-mathematik-michael-atiyah

Mit 89 Jahren kündigt Michael Atiyah einen Beweis an, der Mathematikgeschichte schreiben könnte. Wird sein Vortrag über die Riemannsche Vermutung der Höhepunkt seiner Karriere? Die Idee für diesen Podcast hat Demian Nahuel Goos am MIP.labor entwickelt, der Ideenwerkstatt für Wissenschaftsjournalismus zu Mathematik, Informatik und Physik an der Freien Universität Berlin, ermöglicht durch die Klaus Tschira Stiftung. (00:00:00) Einleitung (00:02:07) Atiyahs Aufwachsen in der arabischen Welt (00:04:07) Mathe-Studium in Cambridge (00:05:50) Prestige & Preise (00:07:56) Das Heidelberg Laureate Forum (00:10:00) Atiyah kündigt Beweis an (00:12:27) Zweifel in der Mathe-Community (00:15:03) Atiyahs Vortrag auf dem HLF 2018 (00:17:25) Atiyah auf den Spuren von Leibniz und Newton (00:18:46) Topologie: Geometrie ohne Form (00:20:44) Topologie meets Differentialgleichungen (00:25:50) Atiyah-Singer-Indextheorem (00:30:42) Persönliche Eindrücke von Atiyah (00:32:35) Beweis für die Riemannsche Vermutung? (00:34:50) Gerüchte um Atiyahs Vortrag (00:39:03) Verabschiedung >> Artikel zum Nachlesen: https://detektor.fm/wissen/geschichten-aus-der-mathematik-michael-atiyah

Isadore Manuel Singer (May 3, 1924 – February 11, 2021) was an American mathematician. He was an Emeritus Institute Professor in the Department of Mathematics at the Massachusetts Institute of Technology and a Professor Emeritus of Mathematics at the University of California, Berkeley. Singer is noted for his work with Michael Atiyah, proving the Atiyah–Singer index theorem in 1962, which paved the way for new interactions between pure mathematics and theoretical physics. In early 1980s, while a professor at Berkeley, Singer co-founded the Mathematical Sciences Research Institute (MSRI) with Shiing-Shen Chern and Calvin Moore. __________________________________________________ Sir Michael Francis Atiyah (22 April 1929 – 11 January 2019) was a British-Lebanese mathematician specializing in geometry. His contributions include the Atiyah–Singer index theorem and co-founding topological K-theory. He was awarded the Fields Medal in 1966 and the Abel Prize in 2004. Original video ⁠here⁠⁠ Full Wikipedia entry for Isadore Singer ⁠here⁠ | Isadore Singer's books ⁠here Full Wikipedia entry for Michael Atiyah here | Michael Atiyah's books here --- Support this podcast: https://podcasters.spotify.com/pod/show/theunadulteratedintellect/support

"En este episodio nos hablan Julien y Beto sobre el motor de iones recientemente implementado en vuelo en el MIT. También platicarán sobre el primer eclipse de luna de este 2019 y de la vida y muerte del matemático Michael Atiyah.Música de Introducción: ""Turbo Gibon"". Gibon. Todos los derechos reservadosImagen de Portada: https://www.iamexpat.nl/lifestyle/lifestyle-news/longest-lunar-eclipse-21st-century-visible-netherlands"

"En este episodio nos hablan Julien y Beto sobre el motor de iones recientemente implementado en vuelo en el MIT. También platicarán sobre el primer eclipse de luna de este 2019 y de la vida y muerte del matemático Michael Atiyah.Música de Introducción: ""Turbo Gibon"". Gibon. Todos los derechos reservadosImagen de Portada: https://www.iamexpat.nl/lifestyle/lifestyle-news/longest-lunar-eclipse-21st-century-visible-netherlands"

Héctor Rago Si alguien te dijera que demostró la hipótesis de Riemann, es un buen consejo apostar a que es mentira. Pero si esa persona se llama Michael Atiyah, entonces hay que pensarlo dos veces. ¿Hipótesis de Riemann? ¿Por qué es importante? ¿cuál es el revuelo en las redes y la agitación en los predios de las matemáticas? ¿Quién es Michael Atiyah?

The discoveries the Simon Donaldson made in the early 1980s about four-dimensional spaces 'stunned the mathematical world', his research adviser Michael Atiyah later recalled. Donaldson was using the physicists' theory of particle interactions to study space itself – with truly remarkable results. In this podcast, Donaldson recalls how he became interested in physics, remembers his most famous discoveries and looks forward to an increasingly close relationship between mathematicians and physicists.This is one of a series of interviews given by world-class experts to Graham on the themes he explores in his new book The Universe Speaks in Numbers. See acast.com/privacy for privacy and opt-out information.

Science writer Graham Farmelo in conversation with Sir Michael Atiyah. In an interview with Graham in November 2018, Sir Michael Atiyah described how he became a ‘quasi-physicist. Ten weeks later, Atiyah was dead. He was one of the most accomplished mathematicians of the past century: no one had done more in the past decades to discover close links between pure mathematics and fundamental physics. Undoubtedly a great mind, he was also an indomitable spirit.Read more in Graham Farmelo's book The Universe Speaks in Numbers. See acast.com/privacy for privacy and opt-out information.

Tämän hetken kuuluisin teoreettinen fyysikko lienee amerikkalainen Edward Witten, joka työskentelee professorina Princetonissa Yhdysvalloissa Institute for Advanced Study –tutkimuslaitoksessa, jossa Albert Einsteinkin aikoinaan työskenteli. Witten on varsin tunnettu säieteoreetikko. Hänelle on myönnetty ainoana fyysikkona matematiikan arvostetuin palkinto, Fieldsin mitali, vuonna 1990, ja hänet on palkittu myös lukuisilla muilla palkinnoilla kuten Crafoord –palkinnolla, joka myönnetään sellaisille aloille, joilla ei ole Nobelin palkintoa. Witten liikkuu monipuolisesti fysiikan ja matematiikan välimaastossa. Säieteorian lisäksi hän tutkii kosmologiaa ja hiukkasfysiikkaa. Säieteoria on rypäs teorianpoikasia, joista on pyritty kehittämään ns. kaiken teoriaa, joka kuvaisi saman kehyksen alla hiukkaset ja tunnetut luonnon voimat, vahvan ja heikon vuorovaikutuksen, sähkömagneettisen vuorovaikutuksen ja painovoiman. Toistaiseksi tässä ei ole onnistuttu ja säieteoria onkin tällä hetkellä vastatuulessa. Säieteorian piirissä kehitettyä matematiikkaa sovelletaan nykyisin sujuvasti muissa sovelluksissa. Claus Montosen ohjelmassa mainitsema matemaatikko Michael Atiyah on menehtynyt tammikuun 11. päivänä 2019. Wittenin työstä ja säieteoriasta kertoo dosentti Claus Montonen Helsingin yliopistosta. Häntä haastattelee Sisko Loikkanen. Kuva: Edward Witten puhumassa Chalmersin teknillisellä korkeakoululla Göteborgissa, 2008. (Wikimedia Commons)

Keby svet nemal včely, mohol by sa zrejme rozlúčiť s mnohými obľúbenými pôžitkami. Žiadna káva, čaje, či ovocie. Nehovoriac o ekonomike a miliónoch pracovných miest. Raz to však môže nastať, OSN už niekoľko rokov varuje, že včelám hrozí vyhynutie. Včely totiž miznú rýchlo a vedci nevedia, prečo presne. Medzi podozrivých zaraďujú rôzne štúdie pesticídy, klimatickú zmenu aj vírusy. Najnovší výskum v prestížnom magazíne Proceedings of the National Academy of Sciencesukazuje na ďalšieho vinníka: na chemikáliu glyfosát. Látku dosiaľ považovali za neškodnú pre zvieratá a už viac ako štyridsať rokov sa používa proti burine v záhradách a na poliach. -- Ďalšie správy z vedy Matematik tvrdí, že našiel riešenie 160-ročnej záhady.Michael Atiyah údajne našiel dôkaz platnosti Riemannovej hypotézy, odborníci sú však stále opatrní a jeho riešeniu nedôverujú. Raketa Ariane-5 má za sebou stovku štartov. Na svojom jubilejnom lete vyniesla do vesmíru dve veľké telekomunikačné družice. Nepodceňujte sa. Nie ste takí otravní, ako si myslíte, naznačuje nová štúdia. A tiež ukazuje, že svojim najväčším kritikom bývame my sami.

Den verdenskjente, pensjonerte matematikeren Michael Atiyah hevder han har funnet løsningen på den sagnomsuste Riemann-hypotesen. Denne matematiske nøtta har ligget uløst siden den ble presentert i 1859, og det er utlyst en million dollar i premie for den som klarer å løse den. Matematiker Jo Røislien forklarer oss hva denne hypotesen egentlig gjør.

Archimedes, who famously jumped out of his bath shouting "Eureka", also 'invented' the number pi. Euler invented e and had fun with his formula e^(2 pi i) = 1. The world is full of important numbers waiting to be invented. Why not have a go? Michael Atiyah is one of the world's leading mathematicians and a pivotal figure in twentieth and twenty-first century mathematics. His lecture is followed by an interview with Sir John Ball, Sedleian Professor of Natural Philosophy here in Oxford, where Michael talks about his lecture, his work and his life as a mathematician. The Oxford Mathematics Public Lectures are generously supported by XTX Markets.

From early mathematical inspiration at school in Duffield, Derbyshire, Nigel recalls his often unplanned progress via Jesus College, Oxford, Princeton, Cambridge and Warwick, before his final return to Oxford. Along the way such luminaries as Michael Atiyah and Simon Donaldson play their part as Nigel talks about time spent with physicists in Cambridge, the Eureka moments when the answers take shape, to his final reflections on a career where the name Hitchin is attached to so many of the tools of modern geometry and which culminated in the award of the 2016 Shaw Prize.

From early mathematical inspiration at school in Duffield, Derbyshire, Nigel recalls his often unplanned progress via Jesus College, Oxford, Princeton, Cambridge and Warwick, before his final return to Oxford. Along the way such luminaries as Michael Atiyah and Simon Donaldson play their part as Nigel talks about time spent with physicists in Cambridge, the Eureka moments when the answers take shape, to his final reflections on a career where the name Hitchin is attached to so many of the tools of modern geometry and which culminated in the award of the 2016 Shaw Prize.

Paul Dirac (1902–1984) was an English theoretical physicist and mathematician who was instrumental in the development of both quantum mechanics and quantum electrodynamics. In 1933, he shared the Nobel Prize in Physics with Austrian physicist Erwin Schrödinger. Sir Michael Atiyah is one of the world's greatest living mathematicians and is well known throughout the mathematical world. He is a recipient of the Fields Medal, the mathematical equivalent of the Nobel Prize, as well as the Abel Prize—two of mathematics' highest honors—and is still at the peak of his career. Atiyah received a knighthood in 1983 and the Order of Merit in 1992. He also served as president of the Royal Society from 1990–1995. He joins us on Culture Insight to share his insight into the life and work of British physicist Paul Dirac. He joins us on Culture Insight to share his insight into the life and work of British physicist Paul Dirac.

In conversation with Paul Tod on the occasion of Sir Michael's 85th birthday conference. A portrait of the contribution that Sir Michael Atiyah has made to mathematics over his career together with his recollections of formative people and events. Interview by Professor Paul Tod.

In conversation with Paul Tod on the occasion of Sir Michael's 85th birthday conference. A portrait of the contribution that Sir Michael Atiyah has made to mathematics over his career together with his recollections of formative people and events. Interview by Professor Paul Tod.

Alain Connes Collège de France Analyse et géométrie Michael Atiyah - Un géomètre explore l'univers Langue anglaise 1er février 2011 (Contenu avancé)

Alain Connes Collège de France Analyse et géométrie Michael Atiyah - Un géomètre explore l'univers Langue anglaise 1er février 2011 (Contenu avancé)

Alain Connes Collège de France Analyse et géométrie Michael Atiyah - Un géomètre explore l'univers Langue anglaise 1er février 2011 (Contenu avancé)