Buongiorno,
ricordo a tutti che mercoledì 18 maggio alle ore 15 nell'aula seminari del dipartimento di matematica la prof.ssa Cornelia Drutu (Università di Oxford) terrà un seminario dal titolo:
Random groups and strong versions of Kazhdan's property (T)
Abstract: Kazhdan's property (T) is a strong negation of amenability, relevant in the study of algebraic properties of groups, in the construction of expander graphs, in dynamics and in connection to the Baum-Connes conjectures. Various strengthened versions of property (T) have been formulated in recent years.
Among them, those involving actions on Lp spaces are particularly interesting, because of their presumed connection to the conformal dimension of the boundary of hyperbolic groups, because they manage to achieve a separation between rank one and higher rank lattices, and because of the increasing role that they play in operator algebras. In this talk I shall explain how random groups, both in the triangular model and in the Gromov model, eventually have all the strengthened Lp-versions of property (T). This is joint work with J. Mackay.
Tutti gli interessati sono invitati a partecipare.
Saluti,
Roberto Frigerio
Cari tutti,
Ovviamente si tratta di mercoledì 17 maggio, e non del 18 come avevo erroneamente scritto.
A presto,
Roberto
Il 15 mag 2017 5:26 PM, "ROBERTO FRIGERIO" roberto.frigerio@unipi.it ha scritto:
Buongiorno,
ricordo a tutti che mercoledì 18 maggio alle ore 15 nell'aula seminari del dipartimento di matematica la prof.ssa Cornelia Drutu (Università di Oxford) terrà un seminario dal titolo:
Random groups and strong versions of Kazhdan's property (T)
Abstract: Kazhdan's property (T) is a strong negation of amenability, relevant in the study of algebraic properties of groups, in the construction of expander graphs, in dynamics and in connection to the Baum-Connes conjectures. Various strengthened versions of property (T) have been formulated in recent years.
Among them, those involving actions on Lp spaces are particularly interesting, because of their presumed connection to the conformal dimension of the boundary of hyperbolic groups, because they manage to achieve a separation between rank one and higher rank lattices, and because of the increasing role that they play in operator algebras. In this talk I shall explain how random groups, both in the triangular model and in the Gromov model, eventually have all the strengthened Lp-versions of property (T). This is joint work with J. Mackay.
Tutti gli interessati sono invitati a partecipare.
Saluti,
Roberto Frigerio _______________________________________________ Geometria_Pisa mailing list Geometria_Pisa@fields.dm.unipi.it https://fields.dm.unipi.it/listinfo/geometria_pisa
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Roberto Frigerio