Martin Möller

Martin Möller
Nascimento 25 de abril de 1976
Cidadania Alemanha
Alma mater
Ocupação matemático, professor
Prêmios
Empregador(a) Universidade de Frankfurt
[edite no Wikidata]

Martin Möller (25 de abril de 1976) é um matemático alemão, que trabalha com geometria algébrica e sistemas dinâmicos.

Möller obteve em 2002 um doutorado no Instituto de Tecnologia de Karlsruhe, orientado por Frank Herrlich, com a tese Modulräume irregulär gefaserter Flächen.[1][2] Lecionou na Universidade de Duisburg-Essen, esteve no Instituto Max Planck de Matemática e é professor da Universidade de Frankfurt.

Foi palestrante convidado do Congresso Internacional de Matemáticos no Rio de Janeiro (2018: Geometry of Teichmüller curves).[3]

Publicações selecionadas

  • Finiteness results for Teichmüller curves, Arxiv 2005
  • Teichmueller curves, Galois actions and GT-relations, Math. Nachrichten, Volume 278, 2005, p. 1061–1077, Arxiv
  • Periodic points on Veech surfaces and the Mordell-Weil group over a Teichmueller curve, Inventiones Mathematicae, Volume 165, 2006, p. 327–344, Arxiv
  • Variations of Hodge structure of Teichmueller curves, Journal of the AMS, Volume 19, 2006, p. 327–344, Arxiv
  • Linear manifolds in the moduli space of one-forms, Duke Math. J., Volume 144, 2008, p. 447–488, Arxiv
  • Affine groups of flat surfaces, in: A. Papadopoulos (Hrsg.), Handbook of Teichmüller theory, Volume 2, 2009, p. 369–387
  • com Irene Bouw: Teichmüller curves, triangle groups, and Lyapunov exponents, Annals of Mathematics, Volume 172, 2010, p. 139–185, Arxiv
  • com Viehweg: Kobayashi geodesics in A g {\displaystyle A_{g}} , J. Diff. Geom., Volume 86, 2010, p. 355–379, Arxiv
  • Shimura- and Teichmüller curves, Journal Modern Dynamics, Volume 5, 2011, p. 1–32, Arxiv
  • Theta derivatives and Teichmüller curves, Arbeitstagung Bonn 2011, pdf
  • Teichmüller curves, mainly from the viewpoint of algebraic geometry, in: Benson Farb, Richard Hain, Eduard Looijenga (Ed.), Moduli spaces of Riemann surfaces, IAS Park City Mathematics Series 20, AMS 2011, p. 269, pdf
  • com Matt Bainbridge: Deligne-Mumford compactification of the real multiplication locus and Teichmueller curves in genus three, Acta Mathematica, Volume 208, 2012, p. 1–92, Arxiv
  • com Eckart Viehweg, Kang Zuo: Stability of Hodge bundles and a numerical characterization of Shimura varieties, J. Diff. Geom., Volume 92, 2012, p. 71–151, Arxiv
  • com Carlos Matheus, Jean-Christophe Yoccoz: A criterion for the simplicity of the Lyapunov spectrum of square-tiled surfaces, Inv. Math., Volume 202, 2013, p. 333–425
  • Prym covers, theta functions and Kobayashi curves in Hilbert modular surfaces, Amer. Journal. of Math., Volume 135, 2014, p. 995–1022, Arxiv 2011
  • com Elise Goujard: Counting Feynman-like graphs: Quasimodularity and Siegel-Veech weight, Arxiv 2016
  • com Don Zagier: Modular embeddings of Teichmüller curves, Compositio Mathematica, Volume 152, 2016, p. 2269–2349, Arxiv

Referências

  1. Martin Möller (em inglês) no Mathematics Genealogy Project
  2. Parcialmente em Maximally irregularly fibered surfaces of general type, Arxiv 2002
  3. Geometry of Teichmüller curves – Martin Möller – ICM2018 no You Tube

Ligações externas

  • Homepage Universität Frankfurt
  • Moeller, alte Webseite Universität Duisburg-Essen
  • Anne Lemhöfer, Der Billardforscher, Frankfurter Rundschau, 16. März 2010
Controle de autoridade
  • Wd: Q30337137
  • WorldCat
  • VIAF: 306346831
  • GND: 124175740
  • ISNI: ID
  • MGP: 106314
  • NUKAT: n2011067919
  • SUDOC: 169101622