Michael Harris is Professor of Mathematics at Columbia University; before that he held positions at Brandeis University and Université Paris-Diderot. He obtained his Ph.D. in 1977 from Harvard University, under the direction of Barry Mazur. He has organized or co-organized more than 20 conferences, workshops, and special programs in his field of number theory. He has also been a Visiting Professor at Bethlehem University in Palestine and a National Academy of Sciences Exchange Scholar at the Steklov Institute in Moscow. His book Mathematics without Apologies won the 2016 PROSE award in Mathematics from the Association of American Publishers, and he currently has a Substack newsletter entitled “Silicon Reckoner.” He is a member of the Institut Universitaire de France, the Academia Europaea, the National Academy of Sciences, and the American Academy of Arts and Sciences, and a Fellow of the American Mathematical Society. For his contributions to the Langlands program he obtained the Grand Prix Sophie Germain de l’Académie des Sciences in 2006; in 2007 he shared the Clay Research Award with Richard Taylor.
Michael Harris
Professor of Mathematics, Columbia University
Participant In These Roundtable Discussions
Sat
Dec 1st
2018
Dec 1st
2018
Watch
The Beauty and Unity of Mathematics
This roundtable explores the nature of mathematical proof and the growing role of computers and AI in verifying and potentially generating proofs. It considers whether mathematics is a human-centered practice or a process that can ultimately be automated, and what this implies for the future of the field.
Sat
Oct 5th
2019
Oct 5th
2019
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Mechanization of Math
This roundtable explores the nature of mathematical proof and the growing role of computers and AI in verifying and potentially producing proofs. It considers whether mathematics is a human practice with intrinsic value or a process that can ultimately be automated and entrusted to machines.
Sat
Dec 7th
2019
Dec 7th
2019
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Mathematics and Other Realities
This roundtable examines competing views of reality beyond physicalism, focusing on mathematical Platonism and tiered ontologies. It considers how these perspectives challenge the idea that particles and fields form the sole fundamental basis of existence.
Sat
Oct 21st
2023
Oct 21st
2023
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Permanence and Impermanence of Mathematical Concepts
This roundtable explores how fundamental mathematical concepts, like numbers, have evolved over time, challenging the idea of mathematics as fixed and absolute. It examines how revolutions in mathematical thinking reshape our understanding of truth, abstraction, and reality.