Yves

Results: 2029



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1THE HOWE-MOORE PROPERTY FOR REAL AND p-ADIC GROUPS RAF CLUCKERS, YVES CORNULIER, NICOLAS LOUVET, ROMAIN TESSERA, AND ALAIN VALETTE Abstract. We consider in this paper a relative version of the Howe-Moore

THE HOWE-MOORE PROPERTY FOR REAL AND p-ADIC GROUPS RAF CLUCKERS, YVES CORNULIER, NICOLAS LOUVET, ROMAIN TESSERA, AND ALAIN VALETTE Abstract. We consider in this paper a relative version of the Howe-Moore

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Language: English - Date: 2010-03-26 13:13:11
2Paradoxe de Banach-Tarski et groupes moyennables Romain Tessera Yves de Cornulier 12 Juin 2001

Paradoxe de Banach-Tarski et groupes moyennables Romain Tessera Yves de Cornulier 12 Juin 2001

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Language: French - Date: 2008-11-17 14:56:05
    3Isometric group actions on Hilbert spaces: structure of orbits Yves de Cornulier, Romain Tessera, Alain Valette November 8, 2005 Abstract Our main result is that a finitely generated nilpotent group has no isometric acti

    Isometric group actions on Hilbert spaces: structure of orbits Yves de Cornulier, Romain Tessera, Alain Valette November 8, 2005 Abstract Our main result is that a finitely generated nilpotent group has no isometric acti

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    Language: English - Date: 2005-12-11 05:25:15
    4Isometric group actions on Banach spaces and representations vanishing at infinity Yves de Cornulier, Romain Tessera, Alain Valette November 28, 2006 Abstract Our main result is that the simple Lie group G = Sp(n, 1) act

    Isometric group actions on Banach spaces and representations vanishing at infinity Yves de Cornulier, Romain Tessera, Alain Valette November 28, 2006 Abstract Our main result is that the simple Lie group G = Sp(n, 1) act

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    Language: English - Date: 2006-11-27 19:35:09
    5AMENABLE HYPERBOLIC GROUPS ♠ r q PIERRE-EMMANUEL CAPRACE , YVES de CORNULIER , NICOLAS MONOD , ♣

    AMENABLE HYPERBOLIC GROUPS ♠ r q PIERRE-EMMANUEL CAPRACE , YVES de CORNULIER , NICOLAS MONOD , ♣

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    Language: English - Date: 2012-02-17 04:28:24
    6METABELIAN GROUPS WITH QUADRATIC DEHN FUNCTION AND BAUMSLAG-SOLITAR GROUPS YVES DE CORNULIER AND ROMAIN TESSERA Abstract. We prove that a certain class of metabelian locally compact groups have quadratic Dehn function. A

    METABELIAN GROUPS WITH QUADRATIC DEHN FUNCTION AND BAUMSLAG-SOLITAR GROUPS YVES DE CORNULIER AND ROMAIN TESSERA Abstract. We prove that a certain class of metabelian locally compact groups have quadratic Dehn function. A

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    Language: English - Date: 2011-01-04 10:29:20
    7ON THE VANISHING OF REDUCED 1-COHOMOLOGY FOR BANACHIC REPRESENTATIONS YVES CORNULIER AND ROMAIN TESSERA Abstract. A theorem of Delorme states that every unitary representation of a connected Lie group with nontrivial red

    ON THE VANISHING OF REDUCED 1-COHOMOLOGY FOR BANACHIC REPRESENTATIONS YVES CORNULIER AND ROMAIN TESSERA Abstract. A theorem of Delorme states that every unitary representation of a connected Lie group with nontrivial red

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    Language: English - Date: 2017-10-19 06:33:46
    8Isometric group actions on Hilbert spaces: growth of cocycles Yves de Cornulier, Romain Tessera, Alain Valette November 12, 2006 Abstract We study growth of 1-cocycles of locally compact groups, with values in

    Isometric group actions on Hilbert spaces: growth of cocycles Yves de Cornulier, Romain Tessera, Alain Valette November 12, 2006 Abstract We study growth of 1-cocycles of locally compact groups, with values in

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    Language: English - Date: 2006-11-13 16:01:01
    9PROLONGEMENT DES FONCTIONS CONVEXES YVES DE CORNULIER ET ROMAIN TESSERA 1 Dans tout ce papier, C d´esignera un convexe ouvert non vide d’un espace vectoriel r´eel de dimension d, et K = C est son adh´erence.

    PROLONGEMENT DES FONCTIONS CONVEXES YVES DE CORNULIER ET ROMAIN TESSERA 1 Dans tout ce papier, C d´esignera un convexe ouvert non vide d’un espace vectoriel r´eel de dimension d, et K = C est son adh´erence.

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    Language: French - Date: 2004-10-06 18:47:09
      10GEOMETRIC PRESENTATIONS OF LIE GROUPS AND THEIR DEHN FUNCTIONS YVES CORNULIER AND ROMAIN TESSERA Abstract. We study the Dehn function of connected Lie groups. We show that this function is always exponential or polynomia

      GEOMETRIC PRESENTATIONS OF LIE GROUPS AND THEIR DEHN FUNCTIONS YVES CORNULIER AND ROMAIN TESSERA Abstract. We study the Dehn function of connected Lie groups. We show that this function is always exponential or polynomia

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      Language: English - Date: 2016-11-28 02:54:37