Groups and Probability 

June 30 - July 4, 2003

Budapest, Hungary

Organizing Committee:

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László Pyber (Budapest)

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Miklós Abért (Chicago)

List of Participants and Title of Talks

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Miklós Abért (Chicago): Group laws and free subgroups in topological groups

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Imre Bárány (Budapest)

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Áron Bereczky (Al-Khodh)

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Béla Bollobás (Cambridge, UK; Memphis): The number of k-SAT functions

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Miklós Bóna (Gainesville): Permutations with roots

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Alexandre V. Borovik (Manchester): Non-deterministic aspects of infinite group theory

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Thomas Breuer (Aachen)

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Emmanuel Breuillard (Paris): A topological Tits’ alternative I

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Persi Diaconis (Stanford): Supercharacters and upper triangular matrices

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Gábor Elek (Budapest)

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Katalin Friedl (Budapest): Quantum algorithms for groups I

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Tsachik Gelander (Jerusalem): A topological Tits’ alternative II

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Rostislav I. Grigorchuk (Moscow): Spectra of Schreier graphs of fractal groups

and KvNS spectral  measures

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Robert M. Guralnick (Los Angeles): Derangements in Primitive Permutation Groups

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Zoltán Halasi (Budapest)

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Pál Hegedüs (Cambridge,UK)

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Erzsébet Horváth (Budapest)

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Péter Hermann (Budapest)

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Gábor Ivanyos (Budapest): Quantum algorithms for groups II

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Andrei Jaikin-Zapirain (Madrid)

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Martin W. Liebeck (London): Fuchsian groups, character theory and representation varieties

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Alex Lubotzky (Jerusalem): Ramanujan complexes

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András Lukács (Budapest)

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Andrea Lucchini (Brescia): Crowns and probability of generating a finite group

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Avinoam Mann (Jerusalem): Generating a group by random elements

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Attila Maróti (Birmingham): Generalized blocks and permutations with restricted cycle structure

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Nikolai Nikolov (Jerusalem): Finite index subgroups of PFG groups

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Igor Pak (Cambridge,MA): Percolation on finite Cayley graphs

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Péter Pál Pálfy (Budapest)

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Gábor Pete (Berkeley): Isoperimetry and random walks on supercritical percolation clusters of infinite groups

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Károly Podoski (Budapest)

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Cheryl Praeger (Perth): On the distribution of elements in finite symmetric groups 

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Imre Ruzsa (Budapest): Measure and density in arithmetic

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Jan Saxl (Cambridge,UK): TBA

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Csaba Schneider (Perth/Braunschweig)

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Aner Shalev (Jerusalem): Fuchsian groups, subgroup growth, random quotients and random walks

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Ákos Seress (Columbus)

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Edit Szabó (Debrecen)

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Endre Szabó (Budapest)

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Balázs Szegedy (Budapest): Random subgroups of the Nottingham group are free

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András Telcs (Budapest): Local impurities do not count

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Bálint Virág (Boston): Amenability via random walks

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Jörg Winkelmann (Nancy): On subgroups of Lie groups generated by random tuples

 

Conference Program

After the talks on Monday we plan to visit one of the nicest thermal baths in Budapest, Széchenyi Fürdő. In case you have a bathing cap, bring it along, otherwise you can rent one there.

 

The conference reception will be on Tuesday evening, featuring the most famous Hungarian folk music formation, Muzsikás (see http://www.muzsikas.hu/).

 

There will be a Problem Session on Wednesday, followed by a boat excursion to the historic town Szentendre (see http://www.szentendre.hu/).

 

After the talks on Thursday we plan to visit Lenin and his comrades in Szoborpark (see http://www.szoborpark.hu/).

 

Mailing Address:

Alfréd Rényi Institute of Mathematics,
Hungarian Academy of Sciences
POB 127
H-1364 Budapest, Hungary
Phone:(36 1) 483 8300
Phone/Fax: (36 1) 483 8333
Email: grpr@renyi.hu

 

How to come to the conference

 

With probability .96 your hotel will be City Panzió Mátyás (address: Március 15. tér 7.). This is the place you have to tell at the Airport Minibus desk after arriving.