Meetings/Workshops on Mathematical Logic in France
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Diophantine Approximation and Transcendence
10 Sep 2018 - 14 Sep 2018 • CIRM Luminy, Marseille, France
The initial goal of Diophantine approximation is the study of the approximation of a real point by rational points and the tools which have been created to that purpose remain at the basis of transcendence's results. There exists a Diophantine mathematical community concerned with the topic which has nowadays multiple aspects. The proposed meeting, which takes place at CIRM every four years, intends to gather an important part of this community and to present the most prominent recent results. Among the new developments we plan to address, let us mention the various extensions and refinements of the Schmidt subspace theorem in its quantitative forms; the works concerning the Zilber-Pink conjecture and the "unlikely intersections"; recent progress towards Littlewood conjecture and its links with the theory of dynamical systems; and finally the emerging topic of "arithmetical dynamics".
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Last updated: 18 February 2018