Peter Shor Receives Breakthrough Prize in
He shares this prestigious award with Charles H. Bennett, Gilles Brassard, and David Deutsch, for their foundational work in quantum information. Shor’s algorithm finds the prime factors of an integer in polynomial time on a quantum computer, while this is unknown for any classical algorithm. This, and his techniques for error-correction in quantum computers, “paved the way for today’s fast-developing quantum computers,” says the Breakthrough Prize Foundation.
Also, former MIT math faculty member and also PhD alum (’95) Daniel Spielman, now Sterling Professor at Yale U., was awarded the Breakthrough Prize in Mathematics for “breakthrough contributions to theoretical computer science and mathematics, including to spectral graph theory, the Kadison-Singer problem, numerical linear algebra, optimization, and coding theory.”
And our former NSF postdoc Maggie Miller, now at Stanford University and a Clay Research Fellow, earned a Maryam Mirzakhani New Frontiers Prize for her work on fibered ribbon knots and surfaces in 4-dimensional manifolds.
Congratulations to Peter, Dan, and Maggie!