Monod

Results: 62



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11AMENABLE 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: 2013-09-17 03:34:49
    12A LATTICE IN MORE THAN TWO KACMOODY GROUPS IS ARITHMETIC PIERRE-EMMANUEL CAPRACE* AND NICOLAS MONOD‡ Let Γ < G1 × · · · × Gn be an irredu ible latti e in a produ t of innite irredu ible omplete Ka Moody group

    A LATTICE IN MORE THAN TWO KACMOODY GROUPS IS ARITHMETIC PIERRE-EMMANUEL CAPRACE* AND NICOLAS MONOD‡ Let Γ < G1 × · · · × Gn be an irredu ible latti e in a produ t of innite irredu ible omplete Ka Moody group

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    Source URL: egg.epfl.ch

    Language: English - Date: 2011-02-22 09:51:09
      13IS AN IRNG SINGLY GENERATED AS AN IDEAL? NICOLAS MONOD, NARUTAKA OZAWA, AND ANDREAS THOM Abstract. Recall that a rng is a ring which is possibly non-unital. In this note, we address the problem whether every finitely gen

      IS AN IRNG SINGLY GENERATED AS AN IDEAL? NICOLAS MONOD, NARUTAKA OZAWA, AND ANDREAS THOM Abstract. Recall that a rng is a ring which is possibly non-unital. In this note, we address the problem whether every finitely gen

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      Source URL: egg.epfl.ch

      Language: English - Date: 2012-02-01 02:07:38
        14THE NORM OF THE EULER CLASS MICHELLE BUCHER AND NICOLAS MONOD Abstract. We prove that the norm of the Euler class E for flat vector bundles is 2−n (in even dimension n, since it vanishes in odd dimension). This shows t

        THE NORM OF THE EULER CLASS MICHELLE BUCHER AND NICOLAS MONOD Abstract. We prove that the norm of the Euler class E for flat vector bundles is 2−n (in even dimension n, since it vanishes in odd dimension). This shows t

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        Source URL: egg.epfl.ch

        Language: English - Date: 2011-05-09 15:12:48
          15AN EXOTIC DEFORMATION OF THE HYPERBOLIC SPACE NICOLAS MONOD∗ AND PIERRE PY Abstract. On the one hand, we construct a continuous family of non-isometric proper CAT(−1) spaces on which the isometry group Isom(Hn ) of t

          AN EXOTIC DEFORMATION OF THE HYPERBOLIC SPACE NICOLAS MONOD∗ AND PIERRE PY Abstract. On the one hand, we construct a continuous family of non-isometric proper CAT(−1) spaces on which the isometry group Isom(Hn ) of t

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          Source URL: egg.epfl.ch

          Language: English - Date: 2014-05-12 08:36:01
            16ON THE BOUNDED COHOMOLOGY OF SEMI-SIMPLE GROUPS, S-ARITHMETIC GROUPS AND PRODUCTS NICOLAS MONOD Abstract. We prove vanishing results for Lie groups and algebraic groups (over any local field) in bounded cohomology. The m

            ON THE BOUNDED COHOMOLOGY OF SEMI-SIMPLE GROUPS, S-ARITHMETIC GROUPS AND PRODUCTS NICOLAS MONOD Abstract. We prove vanishing results for Lie groups and algebraic groups (over any local field) in bounded cohomology. The m

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            Source URL: egg.epfl.ch

            Language: English - Date: 2008-12-26 15:29:36
              17An indiscrete Bieberbach theorem: from amenable CAT(0) groups to Tits buildings Pierre-Emmanuel Caprace∗1 and Nicolas Monod†2 1 UCLouvain, 1348 Louvain-la-Neuve, Belgium

              An indiscrete Bieberbach theorem: from amenable CAT(0) groups to Tits buildings Pierre-Emmanuel Caprace∗1 and Nicolas Monod†2 1 UCLouvain, 1348 Louvain-la-Neuve, Belgium

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              Source URL: egg.epfl.ch

              Language: English - Date: 2015-03-26 10:27:04
                18EQUIVARIANT MEASURABLE LIFTINGS NICOLAS MONOD Abstract. We discuss equivariance for linear liftings of measurable functions. Existence is established when a transformation group acts amenably, as e.g. the M¨ obius group

                EQUIVARIANT MEASURABLE LIFTINGS NICOLAS MONOD Abstract. We discuss equivariance for linear liftings of measurable functions. Existence is established when a transformation group acts amenably, as e.g. the M¨ obius group

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                Source URL: egg.epfl.ch

                Language: English - Date: 2015-04-19 08:54:57