Frank Wilczek
Frank
Wilczek received his B.S. degree from the University of Chicago and his
Ph.D. from Princeton University. He taught at Princeton from 1974*81.
During the period 1981*88, he was the Chancellor Robert Huttenback Professor
of Physics at the University of California at Santa Barbara, and the first
permanent member of the National Science Foundation's Institute for Theoretical
Physics. In the fall of 2000, he moved from the Institute for Advanced
Study, where he was the J.R. Oppenheimer Professor, to the Massachusetts
Institute of Technology, where he is the Herman Feshbach Professor of
Physics. Since 2002, he has been an Adjunct Professor in the Centro de
Estudios Científicos of Valdivia, Chile.
Dr. Wilczek is known, among other things, for the discovery of asymptotic
freedom, the development of quantum chromodynamics, the invention of axions,
and the discovery and exploitation of new forms of quantum statistics
(anyons). In work with David Gross he defined the properties of color
gluons, which hold atomic nuclei together.
Dr. Wilczek has been a Sloan Foundation Fellow (1975-77) and a MacArthur
Foundation Fellow (1982-87). He has received UNESCO's Dirac Medal, the
American Physical Society's Sakurai Prize, the Michelson Prize from Case
Western University, and the Lorentz Medal of the Netherlands Academy for
his contributions to the development of theoretical physics. In 2004 he
received the Nobel Prize in Physics, and in 2005 the King Faisal Prize.
He is a member of the National Academy of Sciences, the Netherlands Academy
of Sciences, and the American Academy of Arts and Sciences, and is a Trustee
of the University of Chicago. He contributes regularly to Physics Today
and to Nature, explaining topics at the frontiers of physics to wider
scientific audiences. He received the Lilienfeld Prize of the American
Physical Society for these activities. Two of his pieces have been anthologized
in Best American Science Writing (2003, 2005). Together with his wife
Betsy Devine, he wrote a book, Longing for the Harmonies (W.W. Norton).
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