Seminars appear in decreasing order in relation to date. To find an activity of your interest just go down on the list. Normally seminars are given in English. If not, they will be marked as Spanish Only.
“Problemas de control óptimo para estudiar quarentenas óptimas considerando impacto economico de estas”.
Ver archivos adjuntos.
Explorando la complejidad de las enfermedades infecciosas
Ciclo de Charlas Explorando la complejidad de las enfermedades infecciosas ¿Qué es un Modelo matemático para el SARS-CoV-2?
Dynamics of unipotent frame flows on hyperbolic manifolds.
ABSTRACT: Joint work with B. Schapira. After explaining the geometry of the objects, we give another proof of a theorem of A. Mohammadi and H. Oh about the ergodicity of the Burger-Roblin measure for Kleinian groups of high enough critical exponents, and relate it with a topological counterpart.
Primer Curso Introductorio Usuarios NLHPC
Los contenidos serán los siguientes: Infraestructura NLHPC Presentación de infraestructura NLHPC. Accediendo al cluster y enviando tareas Accediendo al cluster: Nodos Login NLHPC. Uso básico de Slurm. Uso del comando srun y sus parámetros. Uso del comando sbatch. Script básico. Encolar. Monitorear. Cancelar. Subutilización de recursos. Otras tareas básicas. Software disponible: Listando software disponible. Usando el software disponible. ¿No está el software que necesito? Solicitud de instalación a soporte. Instalando mi propio software....
Segundo Workshop de Administradores HPC
Los contenidos que revisaremos serán los siguientes: Software ¿Qué es un gestor de recursos? Instalación y configuración del gestor de recursos Slurm. Particiones. QOS. Nodos. Recursos. HA. BD. Uso y administración de gestor de recursos Slurm Uso básico de Slurm: Uso del comando srun y sus parámetros. Uso del comando sbatch. Script básico. Encolar, monitorear, cancelar y otras tareas básicas. Administrando SLURM: Monitoreo de tareas. Definición y uso de accounts. Definición y uso de assoc. Reservando recursos. Asignación de prioridades....
Dynamics of unipotent frame flows on hyperbolic manifolds
ABSTRACT: Joint work with B. Schapira. After explaining the geometry of the objects, we give another proof of a theorem of A. Mohammadi and H. Oh about the ergodicity of the Burger-Roblin measure for Kleinian groups of high enough critical exponents and relate it with a topological counterpart.
Absence of eigenvalues of Schrödinger, Dirac and Pauli Hamiltonians via the method of multipliers.
Abstract: Originally arisen to understand characterizing properties connected with dispersive phenomena, in the last decades the method of multipliers has been recognized as a useful tool in Spectral Theory, in particular in connection with proof of absence of point spectrum for both self-adjoint and non self-adjoint operators. In this seminar we will see the developments of the method reviewing some recent results concerning self-adjoint and non self-adjoint Schrödinger operators in different settings, specifically both when the...
Non-bijective scaling limit of maps via restrictions.
Abstract: In recent years, scaling limits of random planar maps have been the subject of a lot of attention. So far, the convergence of these random combinatorial objects relies heavily on bijections. In this talk, I will present a non-bijective technique that allows to obtain the convergence of a random map model, using a convergent closely related random map model. Then, I will present a new result which is obtained using our technique: the Brownian disk is the limit of quadrangulations with a simple boundary, when the boundary is of order...
Quantum Mean Field Asymptotics and Multiscale Analysis
Abstract: In a joint work with Z. Ammari, and F. Nier, we study how multiscale analysis and quantum mean field asymptotics can be brought together. In particular we study when a sequence of one-particle density matrices has a limit with two components: one classical and one quantum. The introduction of “separating quantization for a family” provides a simple criterion to check when those two types of limit are well separated. We also give examples of explicit computations of such limits, and how to check that the separating...



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