Algebraic geometers | Differential geometers

Michael Atiyah

Sir Michael Francis Atiyah OM PRS FRSE FMedSci FAA FREng (/əˈtiːə/; 22 April 1929 – 11 January 2019) was a British-Lebanese mathematician specialising 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. (Wikipedia).

Michael Atiyah
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Sir Michael Atiyah - From Algebraic Geometry to Physics - a Personal Perspective [2010]

Slides for this talk: https://drive.google.com/open?id=1JAtO2i5e-G3d4DuQ0OHuu_gkUCjLY7Rc Name: Michael Atiyah Event: Simons Center Building Inauguration Conference Title: From Algebraic Geometry to Physics - a Personal Perspective Date: 2010-11-10 @9:00 AM http://scgp.stonybrook.edu/vid

From playlist Mathematics

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Sir Michael Francis Atiyah interview at 5th Heidelberg Laureate Forum 2017

Yousri Mhedheb is talking to Sir Michael Francis Atiyah (Fields Medal, 1966 / Abel Prize, 2004)

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Michael Atiyah's Imaginative State of Mind

Michael Atiyah discusses beauty in mathematics. QUANTA MAGAZINE Website: https://www.quantamagazine.org/ Facebook: https://www.facebook.com/QuantaNews Twitter: https://twitter.com/QuantaMagazine You can also sign up for our weekly newsletter: http://eepurl.com/6FnWj. Michael Atiyah is

From playlist Inside the Mind of a Scientist

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Sir Michael Atiyah - The Mysteries of Space [1991]

The 64th annual Gibbs Lecture was given by Sir Michael Atiyah, Fellow of the Royal Society, of Trinity College, Cambridge, England. At a conference in San Francisco, California in January 1991, he delivered "Physics and the mysteries of space", which was filmed and made available on videot

From playlist Mathematics

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Solitons and Symmetry - Michael Atiyah

75th Anniversary Celebration School of Mathematics Michael Atiyah March 11, 2005 More videos on http://video.ias.edu

From playlist Mathematics

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Michael Atiyah, From Quantum Physics to Number Theory [2010]

Professor Michael Atiyah of the University of Edinburgh, winner of the Fields Medal in 1966 and the Abel Prize in 2004 , on a visit to IMPA gave a lecture titled "From Quantum Physics to Number Theory." Date: December 1, 2010 Video taken from: http://video.impa.br/index.php?page=solenida

From playlist Mathematics

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Sir Michael Atiyah and his Love of Maths

In one of his last ever interviews, Sir Michael Atiyah discusses his love of maths from his early years exchanging money as a child, until his final months working on some of the most difficult problems in Mathematics. A true giant of Maths, who is sorely missed. Riemann Hypothesis Proof

From playlist Interviews

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Points and Flags - Sir Michael Atiyah [2011]

Name: Michael Atiyah Event: Program: Complex Geometry Event URL: view webpage Title: Points and Flags Date: 2011-11-10 @4:00 PM Location: 103 Abstract: Abstract: I will describe and study a natural map from the configuration space of n distinct ordered points in Euclidean 3-space to the f

From playlist Mathematics

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Sir Michael Atiyah Riemann Hypothesis Proof Lecture

Sir Michael Atiyah explains his proof of the infamous Riemann Hypothesis in one slide. Recorded live at the Heidelberg Laureate Forum 2018. Following the lecture I sat down with Sir Michael to discuss his proof - watch it here: https://youtu.be/OzNIR65sSLc We also discussed other topics

From playlist Interviews

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Ceremonial Speech by Michael Atiyah

Science at ICTS Note:Michael Atiyah, Fields Medalist and Member - ICTS International Advisory Board URL: https://www.icts.res.in/science-at-icts Date: 20 June 2015 Venue: ICTS-TIFR Campus DESCRIPTION : - This event marks the inauguration of the Campus of the International Centre for T

From playlist Science at ICTS

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The Heroes of Mathematician Sir Michael Atiyah

In the final part of my interview with Sir Michael Atiyah – one of his last ever before he passed away – he talks about some of his mathematical heroes, from Einstein and Newton to Brouwer and Michelangelo, including the most beautiful description of the ceiling of the Sistine Chapel you'l

From playlist Interviews

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Sir Michael Atiyah Riemann Hypothesis Proof Interview

Sir Michael Atiyah discusses his recently presented proof of the Riemann Hypothesis with University of Oxford Mathematician Dr Tom Crawford. Recorded September 28th 2018 at the Heidelberg Laureate Forum. Watch the original lecture here: https://youtu.be/UBVy0oOYczQ The other parts of th

From playlist Interviews

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Michael Shermer - Atheism's Best Arguments?

Free access Closer to Truth's library of 5,000 videos: http://bit.ly/2UufzC7 Atheism fields two kinds of arguments denying the existence of God: arguments that refute so-called 'proofs' of God's existence and arguments that affirmatively support the truth claims of atheism. This first see

From playlist Atheism's Best Arguments? - CTT Interview Series

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Michael Atiyah on Dirac and Spinors -- IHES lecture

Excerpt from the IHES lecture by Michael Atiyah in honor of Jean-Pierre Bourguignon: https://www.youtube.com/watch?v=SBdW978Ii_E 👍 To support the channel, hit the like button and subscribe. 🐸 To learn how I make these animations using Grant Sanderson's (3Blue1Brown) program Manim, ch

From playlist Great Mathematicians

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Differential equation | KR-theory | Petrovsky lacuna | Geometric invariant theory | Stiefel manifold | Hopf invariant | Alexander Grothendieck | John Roe (mathematician) | Complex manifold | Equivariant algebraic K-theory | Hirzebruch–Riemann–Roch theorem | William Rowan Hamilton | Atiyah–Bott fixed-point theorem | Hausdorff space | Toric manifold | Riemann surface | Floer homology | 3-fold | Isadore Singer | Lars Hörmander | Duistermaat–Heckman formula | Elliptic curve | Fourier transform | Weyl character formula | Atiyah–Segal completion theorem | Signature operator | Elliptic operator | Moment map | Riemann hypothesis | Fredholm module | Pin group | Atiyah–Singer index theorem | Localization formula for equivariant cohomology | Knot invariant | Hirzebruch signature theorem | Friedrich Hirzebruch | Elliptic complex | Ian R. Porteous | Geoffrey Horrocks (mathematician) | Green's function | Millennium Prize Problems | Armand Borel | Vijay Kumar Patodi | Todd class | Raoul Bott | Eta invariant | Dirac operator | Monopole (mathematics) | Sheaf (mathematics) | Von Neumann algebra | Vector bundle | Cobordism | Hyperbolic partial differential equation | Symplectic manifold | Geometry | Penrose transform | Lie group | Sphere bundle | Discrete series representation | Representation ring | Donaldson theory | Algebraic topology | Berry–Robbins problem | M. S. Narasimhan | Mathematics | Atiyah–Hitchin–Singer theorem | ADHM construction | Heat equation | Grothendieck–Riemann–Roch theorem | Smooth structure | Compact group | Dedekind eta function | Manifold | Atiyah conjecture | Hermann Weyl | Bernhard Riemann | Issai Schur | W. V. D. Hodge | Vector field | Topological K-theory | Stable vector bundle | Atiyah–Bott formula | K-theory | Quaternion | Atiyah algebroid | Atiyah conjecture on configurations | Lefschetz fixed-point theorem | Atiyah–Hirzebruch spectral sequence | Flip (mathematics) | Morse theory | Atiyah–Jones conjecture | Classifying space | Fine-structure constant | Topological quantum field theory | Proof by contradiction | Equivariant cohomology | K3 surface | L-function | Connected space | Adams conjecture | Distribution (mathematics) | Riemann–Roch theorem | Instanton | Ruled surface | Moduli space | Bott periodicity theorem | Elmer Rees | Hodge conjecture | 4-manifold