The Importance of Concentration in Mathematics

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I wonder how did it make sense that Einstein was working after attempting I believe to be a university professor or is this most important to office yeah as a patent clerk. There are very few examples like Yutang Zhang who proved an important conjecture in the number theory about 10 years ago and is nowProfessor at UC Sunbarber he worked outside of academia and was able to make tremendous advance on his own. This case is exceedingly rare in part because academia is trying to protect its turf but there is also something about how much how much concentration in mathematics actually requires. It's finding this treasure at the bottom of the ocean without you know the echolong, we're not talking about more or

Edward Frenkel is a mathematician at UC Berkeley working on the interface of mathematics and quantum physics. He is the author of Love and Math: The Heart of Hidden Reality. Please support this podcast by checking out our sponsors:
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OUTLINE:
Here’s the timestamps for the episode. On some podcast players you should be able to click the timestamp to jump to that time.
(00:00) – Introduction
(05:54) – Mathematics in the Soviet Union
(16:05) – Nature of reality
(27:23) – Scientific discoveries
(40:45) – Observing reality
(56:57) – Complex numbers
(1:05:42) – Imagination
(1:13:33) – Pythagoreanism
(1:21:28) – AI and love
(1:34:07) – Gödel’s Incompleteness Theorems
(1:54:32) – Beauty in mathematics
(1:59:02) – Eric Weinstein
(2:20:57) – Langlands Program
(2:27:36) – Edward Witten
(2:30:41) – String theory
(2:36:10) – Theory of everything
(2:45:03) – Mathematics in academia
(2:50:30) – How to think
(2:56:16) – Fermat’s Last Theorem
(3:11:07) – Eric Weinstein and Harvard
(3:18:32) – Antisemitism
(3:38:45) – Mortality
(3:46:42) – Love