Summary Translating solitons (“translators”) of the mean curvature flow (MCF) are geometric objects of central importance in the study of singularities of curvature flows. They arise naturally as blow-up limits around type-II singularities and as stationary points of a weighted area functional in Ilmanen’s conformal metric. As such, they playContinue Reading
Constant mean curvature surfaces and related areas of submanifold theory represent a classical field of research that uses techniques from both Differential Geometry and Geometric Analysis. The aim of this H“>H-workshop is to gather together some distinguished geometers to discuss some cutting-edge discoveries in this field, as well as toContinue Reading
June 15 to 19, 2026 This summer school is part of the OneMath World School, a global effort coordinating several mathematics institutes to organise schools on emerging topics in mathematics. It is a collaboration among several institutes: Casa Matemática Oaxaca (CMO), Mexico Chennai Mathematical Institute (CMI), India Institute of MathematicsContinue Reading
📅 martes 16 de junio — 11:00 📍 Aula A25, Facultad de Ciencias 👤 Conferenciante: Jorge Ruiz Cases (Universidad Autónoma de Madrid) 📖 Título: Gradual smoothing: strong hypercontractivity and logarithmic Sobolev inequalities 📄 Resumen: In this talk we study the possibility of a gradual improvement as time progresses of theContinue Reading
IMAG Functional Analysis Seminar Title: Two classical concepts under the Ky Fan metric By Willian Franca (Federal University of Juiz de Fora, Brazil) Abstract: In this talk, we study measurable functions modulo equality almost everywhere via the Ky Fan metric, a standard metric that encodes convergence in measure. Two themesContinue Reading
IMAG Functional Analysis Seminar Title: Characterizing Jordan maps through products at a fixed element By Jorge J. Garcés (UNED) Abstract: We shall present some new and old results on linear maps that (in some sense) behave as a Jordan homomorphism or a Jordan derivation locally. More generally, by paralleling theContinue Reading
Abstract Given an Anosov flow \(\phi\) on a 3-manifold \(M\), a periodic orbit \(\gamma\) and an integer \(m\), there is an operation, called Fried surgery, that allows to construct a new 3-manifold \(N\) endowed with an Anosov flow \(\psi\). This operation is a Dehn surgery of slope \(=m\) along theContinue Reading
Summary Translating solitons (“translators”) of the mean curvature flow (MCF) are geometric objects of central importance in the study of singularities of curvature flows. They arise naturally as blow-up limits around type-II singularities and as stationary points of a weighted area functional in Ilmanen’s conformal metric. As such, they playContinue Reading
Día: 7 de julio Hora: 10:00 a 11:15 Aula: Seminario 1 Conferenciante: Fulvia Mecatti Título: Multiple Frame Surveys: A Resilient Framework for Digital-Era Challenges abstractContinue Reading
