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Les mesures finiment additives sur les foliations invariantes de diffeomorphismes hyperboliques
Dmitry Zubov (HSE University, Moscow, Russia)
Finely additive measurements on invariant foliations of hyperbolic diffeomorphisms.
01
Jan
Post-Doctoral announcement [2017]
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Institut de Mathematiques de Marseille (I2M) expects several CNRS Post-Doctoral Research Positions in Mathematics as part of the project "Intermediate Chaos" funded by the European [...]
Random Matrices and Determinantal Process (Thematic Month 2017)
Conference (CIRM, Luminy, Marseille)
Schedule Participants Abstracts Sponsors Videos CONFERENCE Random Matrices and Determinantal Process February 27 - March 3, 2017 This project has received funding from the European [...]
02
Mar
02
Mar
Grand crible, version analytique
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Nous mettrons en place trois inégalités fondamentales de grand crible.La première \sum_{q\leq Q}\sum_{a \pmod{q}^*}|\sum_{n\leq N}\varphi_n e(na/q)|^2 \leq\sum_{n\leq N}|\varphi_n|^2 (N+Q^2), puis \sum_{q\le Q}(q/\phi(q))\sum_{\chi\mod^*q}|\sum_{n\le N}\varphi_n\chi(n)|^2\le\sum_{n\le N}|\varphi_n|^2 (N+Q^2), [...]
02
Mar
La conjecture d'holomorphie pour des singularités nondégénérées de surface (REPORTE)
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La conjecture d'holomorphie, due à Jan Denef, prédit que la fonction zêta d'Igusa associée à une hypersurface et un caractère est holomorphe sur C si [...]
Abelian varieties over real quadratic fields with everywhere good reduction
René Schoof (Università di Roma “Tor Vergata”)
TBA
Monotonicity in Logic and Complexity
Anupam Das (LIP, ENS Lyon)
Monotonicity is a fundamental notion in mathematics and computation. For usual real-valued functions R → R this simply corresponds to the notion that a function [...]
