[Doktoranduszok] [Fwd: meghivo, apr 7 (fwd)]

[Elekné Barna Ibolya]

Tisztelt Cimzettek !
Alabb a FIKUSZ kovetkezo eloadasanak meghivojat olvashatjak.
Udvozlettel, Ibolya


---------- Forwarded message ----------
Date: Tue, 30 Mar 2010 05:26:48 +0200 (CEST)
From: Osszesitett szeminariumi lista <seminar at renyi.hu>
To: Osszesitett szeminariumi lista <seminar at renyi.hu>
Subject: meghivo, apr 7


Kedves Kolléga!

A Rényi Intézet Fiatal Kutatói Szemináriumának következo eloadása,

  *******  április 7-én, SZERDÁN,  du 14:00-kor *********

lesz, melyre minden érdeklodot szeretettel várunk!

Eloadónk Alexander Varchenko
(University of North Carolina/Toulouse)

Eloadása cime:
Shapiro conjecture in real algebraic geometry and integrable systems

Kivonat:
Shapiro conjecture says that if the Wronskian of a set of polynomials has real 
roots only, then the complex span of this set of polynomials has a basis 
consisting of polynomials with real coefficients.

The proof of this fact is surprising. It is based on the theory of quantum 
integrable systems.

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Professor Varchenko is a leading expert in Mathematical Physics, with way more 
than 200 publications and 1600 citations. His area of specialization lies in 
Topology, Algebraic Geometry and Singularity Theory.

He was a plenary speaker at the International Congress of Mathematicians in 
Kyoto, 1990. He was chosen a Clay Mathematics Institute Book Fellow for 2002. 
In 2008 he had been awarded the "Chaires d'Excellence Pierre de Fermat'', an 
award developed to attract top scientists in any discipline to spend time in 
France.

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MINDEN ÉRDEKLODOT SZERETETTEL VÁRUNK!


Udvozlettel,

Szilard Agnes
tudomanyos titkar


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