Por Pablo Cubides Kovacsics (Université de Caen).

Abstract: After introducing C-minimal expansions of valued fields, the aim of the talk is to show that every C-minimal valued field having a value group which is Q-linearly bounded is uniformly polynomially bounded. As a corollary, we obtain that any C-minimal expansion of valued fields like C_p, Falg((tQ)) and, in general, of any valued field having Q as its value group, is uniformly polynomially bounded. This is a joint work with Françoise Delon.

Por Zoran Ognjanovic (Mathematical Institute of the Serbian Academy of Sciences and Arts).

Por Susana Ferreira (Instituto Politécnico de Leiria).

The European Conferences on Mathematical and Theoretical Biology (ECMTB) are the major scientific events in this field in Europe and one of the major events worldwide, attracting the participation not only of the European researchers, but also of researchers from all over the world (for previous ECMTB conferences, please read here).

Por Fred Weissler (Institut Galilée - Université Paris 13).

Por Laurentiu Leustean (University of Bucharest and Simion Stoilow Institute of Mathematics of the Romanian Academy).

A iniciativa, que conta com a participação de José Francisco Rodrigues (Departamento de Matemática da FCUL), está integrada no FOLIO - Festival Internacional de Literatura de Óbidos, realizado pelo Município de Óbidos de 19 a 29 de outubro de 2017.

Por Antonio Córdoba (Universidad Autónoma de Madrid).

Abstract: Fractional powers of Laplacians play an important role in the evolution of fluid interphases and atmospheric fronts. There are several useful, and to some extend surprising, new pointwise inequalities satisfied by those operators which help us to understand the nature of several models in Fluid Mechanics, such as SQG, Hele-Shaw cells or Muskat’s problem.

Por Lisa Santos (Universidade do Minho).

Por Alexander Usvyatsov (Universidade de Lisboa, CMAF-CIO).