Localisation

Adresses

Aix-Marseille Université
Institut de Mathématiques de Marseille (I2M) - UMR 7373
Site Saint-Charles : 3 place Victor Hugo, Case 19, 13331 Marseille Cedex 3
Site Luminy : Campus de Luminy - Case 907 - 13288 Marseille Cedex 9

Intitulé

Dynamique, Arithmétique, Combinatoire (Ernest)

Fréquence

Hebdomadaire

Jour-Horaires

Mardi, 11h-12h

Lieu

Luminy, salle 304-306 (accès)

Une liste de diffusion (modérée) pour être tenu au courant des exposés de ce séminaire : i2m-seminaire-ernest@univ-amu.fr
Pour s’inscrire, contacter l’un des responsables.

Les prochains séminaires

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Événements passés

27 Mai

An additive application of the resonance method

Athanasios Sourmelidis

In this talk I will describe a way to implement the resonance method in problems of analytic number theory which are not necessarily multiplicative in [...]
20 Mai

Characterisations of polynomial-time and -space complexity classes over the reals

Manon Blanc

Many recent works have studied how analogue computational models work, compared to classical digital ones. By “analogue” models of computation, we mean computing over continuous [...]
13 Mai

Frequences in self-descriptive sequences

Mai-Linh Tran-Cong

The Oldenburger-Kolakoski sequence is the only infinite sequence over the alphabet {1,2} starting with a « 1 » and equal to its own derivative. M.S. [...]
06 Mai

Markoff mod-p Graphs: Connectivity, Maximal Divisors, and Generalizations

Matthew Litman

Markoff triples were introduced in 1879 and have a rich history spanning many branches of mathematics. In 2016, Bourgain, Gamburd, and Sarnak answered a long [...]
29 Avr

Local obstructions in sequences revisited

Matthieu Rosenfeld

Consider the following problem about lacunary sequences of positive integers, i.e., nₖ₊₁>(1+e)nₖ for some e>0: Can we find a real θ such that the distances [...]
22 Avr

Minimality and computability of languages of G-shifts

Djamel Eddine Amir

Motivated by the notion of strong computable type for sets in computable analysis, we define the notion of strong computable type for G-shifts, where G [...]
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