Diophantine Problems: Determinism, Randomness, Applications
Problèmes diophantiens : déterminisme, aléatoire, applications
September 2020 - February 2021
(Semester impacted by Covid-19)
Problèmes diophantiens : déterminisme, aléatoire, applications
September 2020 - February 2021
(Semester impacted by Covid-19)
LAUREATES
Robert Tichy is interested in analysis and number theory. A focus of his research lies on asymptotic analysis of discrete structures, arithmetic dynamical systems, diophantine equations and on discrepancy theory. Furthermore he is interested in probabilistic aspects of number theory, quasi Monte-Carlo methods and applications in finance and insurance.
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Joël Rivat is Professor at Aix-Marseille University at the I2M (Institut de Mathématiques de Marseille) department. He is a member of the team focusing on Groups, Dynamics, Arithmetics and Combinatorics. His main research interests lie in exponential sums, prime numbers in sparse sequences, additive, multiplicative problems, digital properties of sequences (primes, squares, etc.) and pseudorandom sequences.
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SCIENTIFIC PROGRAMME
Fourier Eigenfunctions and Modular Forms (2594)
Fonctions propres de Fourier et formes modulaires 14 September - 2 October 2020 |
Quasi-Monte Carlo Methods and Applications (2255)
Méthode de quasi-Monte Carlo et applications 2-6 November 2020 |
Diophantine Problems, Determinism and Randomness (2256)
Problèmes diophantiens, déterminisme et aléatoire 23-27 November 2020 |
Discrepancy Theory and Applications - Part 1 (2257)
Théorie de la discrépance et applications - 1 30 November - 1 December 2020 |
Discrepancy Theory and Applications - Part 2 (2641)
Théorie de la discrépance et applications - 2 4-5 February 2021 |
Multiplicativity and Randomness (2365)
Multiplicativité et aléatoire 8-19 February 2021 |
> ORGANIZED AT CIRM (GDAC team I2M)
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> ORGANIZED IN AUSTRIA
SPECIAL ONLINE TALKS SERIES
Special Research Area (SFB) F55 on Quasi-Monte Carlo Methods: Theory and Applications
Further details, titles and abstracts available at: http://www.sfb-qmc.jku.at/sfb-activities/workshops
SPECIAL ONLINE TALKS SERIES
Special Research Area (SFB) F55 on Quasi-Monte Carlo Methods: Theory and Applications
Further details, titles and abstracts available at: http://www.sfb-qmc.jku.at/sfb-activities/workshops
James Maynard
University of Oxford 15 & 16 September 2020 - 16:00 CET & 17:30 CET Introduction to the Duffin-Schaeffer problem Abstract Introduction to GCD graphs Abstract Properties of GCD graphs Abstract Finishing up and overview Abstract |
Alex Kontorovich
Rutgers University 21 October 2020 & 22 October 2020 - 16:00 CET & 17:30 CET Introduction to Zaremba’s Conjecture Abstract The Orbital Circle Method Abstract The “Beyond Expansion” program Abstract Sources of Arithmetic Sphere Packings Abstract |
Michael Lacey
(Georgia Tech) 4 February 2021 - 16:00 CET Title: A Polynomial Roth Theorem for Corners in the Finite Field Setting Abstract |
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