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Download a PDF of the paper titled Surface group representations with maximal Toledo invariant, by Marc Burger and 2 other authors. Download PDF Abstract: We develop the theory of maximal representations of the fundamental group of a compact connected oriented surface with boundary, into a group of Hermitian type. For any such representation we.
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Marc Burger is Managing Director with Korn Ferry and heading the firm's Culture, Comms, and Change practice in EMEA. In addition, he is P&L responsible for Korn Ferry's Advisory business in the Netherlands. +31 6 15574766. Area of Expertise. For over 20 years he is advising world-leading organizations at the intersection of strategy and.
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Authors: Marc Burger, Alessandra Iozzi, Anne Parreau, Maria Beatrice Pozzetti. Download PDF Abstract: We study the vectorial length compactification of the space of conjugacy classes of maximal representations of the fundamental group $\Gamma$ of a closed hyperbolic surface $\Sigma$ in ${\rm PSL}(2,\mathbb R)^n$. We identify the boundary with.
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CURRICULUM VITAE Prof. Dr. Marc Burger - ETH Zürich EN English Deutsch Français Español Português Italiano Român Nederlands Latina Dansk Svenska Norsk Magyar Bahasa Indonesia Türkçe Suomi Latvian Lithuanian český русский български العربية Unknown
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Prof. Dr. Marc Burger. Prof. Dr. Marc Burger. Full Professor at the Department of Mathematics ETH Zürich. Dep. Mathematik. HG G 37.1. Rämistrasse 101. 8092 Zürich. Switzerland. Work phone +41 44 632 49 73 Fax print +41 44 632 10 85 Work.
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Marc Burger studied mathematics at the University of Lausanne (Switzerland); having completed his diploma (1983) he earned a doctorate (1986) with the thesis "Petites valeurs propres du laplacien et topologie de Fell". His Habilitation (1990) at Basle University (Switzerland) was followed by a three-year stay in the USA as an Invited Assistant.
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Prof. Dr. Marc Burger Coordinator Victor Jaeck Content. The course will focus essentially on the theory of abelian Banach algebras and its applications to harmonic analysis on locally compact abelian groups, and spectral theorems. Time permitting we will talk about a fundamental property of highly non abelian groups, namely property (T); one of.
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Higher Teichmüller Spaces: from SL (2,R) to other Lie groups. Authors: Marc Burger, Alessandra Iozzi, Anna Wienhard. The first part of this paper surveys several characterizations of Teichmüller space as a subset of the space of representation of the fundamental group of a surface into PSL (2,R). Special emphasis is put on (bounded.
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According to our current on-line database, Marc Burger has 15 students and 33 descendants. We welcome any additional information. If you have additional information or corrections regarding this mathematician, please use the update form.To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 54305 for the advisor ID.
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The Simons Laufer Mathematical Sciences Institute (SLMath) has been supported from its origins by the National Science Foundation, joined by the National Security Agency, over 100 Academic Sponsor departments, private foundations, and generous and farsighted individuals. SLMath, formerly known as the Mathematical Sciences Research Institute.
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Marc Burger, Nicolas Monod. Abstract. We prove that the natural map H b 2 (Γ) → H 2 (Γ) from bounded to usual cohomology is injective if Γ is an irreducible cocompact lattice in a higher rank Lie group. This result holds also for nontrivial unitary coefficients, and implies finiteness results for Γ: the stable commutator length vanishes and any C 1-action on the circle is almost trivial.
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