Theory | Non-Archimedean Analysis and Applications

Abstract 
The mini symposium aims at bringing together researchers in non-archimedean analysis and applications, in order to present the state of the art of new developments in the mathematical theory of non-archimedean analysis, as well as applications in the Sciences, Engineering and Economics. Having initially diffusion processes over the p-adic number field, now non-linear dynamics (e.g. an analogue of Navier-Stokes or the porous medium equation), as well as other p-adic domains like p-adic analytic manifolds are now included. First applied and further developped in mathematical physics, the methods are now part of computer science, biology, earth sciences and other domains. Bringing together researchers on the theory side aims at fostering new insights and ideas towards a deeper understanding of general hierarchical structures within and outside mathematics. 

Confirmed Speakers
Christoph Kriegler: U Clermont
Auvergne Eric Whyman: Brandeis U
Oleksandra Antoniouk: NASU
Patrick Erik Bradley: KIT
Sarthakh Parikh: IIT Delhi