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词条 Franck Barthe
释义

  1. Work

  2. Awards

  3. References

{{Infobox scientist
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| name = Franck Barthe
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| image = BartheFranck2015 MFO20572.jpg
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| caption = At the MFO, 2015
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| fields = Probability theory
| workplaces = University of Toulouse
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| alma_mater = University of Marne-la-Vallée
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| thesis_year = 1997
| doctoral_advisors = Alain Pajor,
Bernard Maurey
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| awards = EMS Prize 2004,
Prix Jacques Herbrand 2005
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| website = http://www.math.univ-toulouse.fr/~barthe
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Franck Barthe is a French mathematician.[1] He was awarded the European Congress of Mathematics (ECM) prize in 2004. [2] He is working as a professor of mathematics at Paul Sabatier University.

Work

Franck Barthe is known for his reverse form of the Brascamp-Lieb inequality.[3] With Keith M. Ball, Shiri Artstein, and Assaf Naor, he solved Shannon's problem of the monotonic entropy increase of sums of random variables.[4]

Awards

In 2004, he received the EMS Prize (prize presentation: isoperimetric inequalities, probability measures and convex geometry) for his leading role in the application of mass-theoretical transport techniques.[2]

In 2005, he received the Grand Prix Jacques Herbrand.

References

1. ^{{Cite web|url=https://www.math.univ-toulouse.fr/~barthe/|title=Franck Barthe's Home Page|website=www.math.univ-toulouse.fr|access-date=2017-03-29}}
2. ^{{Cite web|url=http://www.math.kth.se/4ecm/prizes.ecm.html|title=EMS Prize 2004|website=www.math.kth.se|accessdate=26 November 2017}}
3. ^{{citation|first=Franck|last=Barthe| title=On a reverse form of the Brascamp-Lieb inequality. |journal=Inventiones Mathematicae|volume=134|year=1998|pages=335–361}}.
4. ^{{citation|first= Shiri| last= Artstein| first2=Franck|last2=Barthe|first3=Assaf| last3= Naor| title=Solution of Shannon's problem on the monotonicity of entropy. |journal=Journal of the American Mathematical Society|volume=17|year=2004|pages=975–982}}
{{Authority control}}{{DEFAULTSORT:Barthe, Franck}}

4 : Year of birth missing (living people)|Living people|French mathematicians|Place of birth missing (living people)

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