- Vitali Milman
Vitali Davidovich Milman ( _he. ויטלי מילמן; _ru. Виталий Давидович Мильман) (born 1939) is a
mathematician specializing in analysis. He is currently a professor at theTel-Aviv University . In the past he was a President of the Israel Mathematical Union and a member of the “Aliyah” committee of Tel-Aviv University.Milman received in Ph. D. at Kharkov State University in 1965 under the direction of
Boris Levin . In a famous 1971 paper, V.M. gave a new proof ofDvoretzky's theorem , stating that everyconvex body in dimension N has a section of dimension "const log N" that is isomorphic to an ellipsoid. In this proof, V.M. put forth theconcentration of measure phenomenon which has since found numerous applications.Positions
He holds several important positions including being the advisor to the
Israel Ministry of Science on the immigration of scientists, and a member of the European Mathematical Union. Milman received theLandau Prize in Mathematics in 2002 and theEMET prize in mathematics in 2007.He is on the editorial boards of several reputed journals. He has published over 150 scientific publications, a monograph and eleven edited books. He has delivered lectures at many Universities such as MIT, IAS Princeton, Berkeley, IHES Paris, Cambridge.
Family
Math runs in the Milman family. His father is the mathematician
David Milman who devised theKrein-Milman theorem . [cite journal|author=I. Gohberg, M. S. Livšic, I. Piatetski-Shapiro|title=David Milman (1912–1982)|journal= Integral Equations and Operator Theory|volume=9|issue=1|year=1986|month=January|publisher=Birkhäuser Basel|url=http://springerlink.com/content/p136615v36261867|doi=10.1007/BF01257057|pages=ii] His brother is the mathematicianPierre Milman and his son is the young mathematicianEmanuel Milman .Notes
See also
*
M-ellipsoid
*Milman's reverse Brunn-Minkowski inequality
*Needle decomposition
*Quotient of subspace theorem
*The Ramsey-Dvoretzky-Milman phenomenon External links
* [http://www.math.tau.ac.il/~milman/ Vitali Milman's website]
*MathGenealogy |id=84603
* [http://www.isracast.com/Articles/article.aspx?ID=789 EMET prize announcement]
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