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Black Holes, Symmetries and Impossible Triangles - In Conversation with Roger Penrose
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Sir Roger Penrose is a mathematical physicist and Nobel Laureate whose work spans impossible triangles and tilings that bear his name to the mathematical underpinnings of black holes.
Sir Roger Penrose Kt OM FRS is Emeritus Rouse Ball Professor at Oxford. He won the Nobel Prize in Physics and the Wolf Prize in Physics and was appointed to the Order of Merit. His work spans general relativity, black holes, cosmology, tiling theory and the theory of mind.
Thomas Fink is the founding Director of the London Institute and Charge de Recherche in the French CNRS. He studied physics at Caltech, Cambridge and École Normale Supérieure. His work includes statistical physics, combinatorics and the mathematics of evolvable systems.
Yang-Hui He is a Fellow at the London Institute, Professor at City University, Chang-Jiang Chair at NanKai University and Lecturer at Merton College, Oxford. He studied at Princeton, Cambridge and MIT and works at the interface of string theory, geometry and machine learning.
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Sir Roger Penrose Kt OM FRS is Emeritus Rouse Ball Professor at Oxford. He won the Nobel Prize in Physics and the Wolf Prize in Physics and was appointed to the Order of Merit. His work spans general relativity, black holes, cosmology, tiling theory and the theory of mind.
Thomas Fink is the founding Director of the London Institute and Charge de Recherche in the French CNRS. He studied physics at Caltech, Cambridge and École Normale Supérieure. His work includes statistical physics, combinatorics and the mathematics of evolvable systems.
Yang-Hui He is a Fellow at the London Institute, Professor at City University, Chang-Jiang Chair at NanKai University and Lecturer at Merton College, Oxford. He studied at Princeton, Cambridge and MIT and works at the interface of string theory, geometry and machine learning.
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A very special thank you to our Patreon supporters who help make these videos happen, especially:
---
Product links on this page may be affiliate links which means it won't cost you any extra but we may earn a small commission if you decide to purchase through the link.
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