Activitats
XI Encuentro en Teoría de Grupos
Encuentro de la Red Española de Teoría de Grupos, del 10 al 12 de setiembre de 2016, FME, Barcelona.
VisualitzaCRM Intensive Research Program on Large Cardinals and Strong Logics
VisualitzaCRM: Large Cardinals reminder
We would like to remind you about the activities that will take place at the CRM within the Intensive Research Program on Large Cardinals and Strong Logics, from September 5 to December 16, 2016.
VisualitzaCRM Remainder: Advanced Course on Large Cardinals and Strong Logics
We would like to remind you about the activities that will take place at the CRM within the Intensive Research Program on Large Cardinals and Strong Logics, from September 5 to December 16, 2016.
VisualitzaSyntax Meets Semantics: Ex Falso Veritas: proof by reductio ad absurdum, and beyond
El Prof. Daniele Mundici (Universitat de Florència) farà el proper dijous 8 de setembre amb títol "Ex Falso Veritas: proof by reductio ad absurdum, and beyond", a l'Aula Magna de la Universitat de Barcelona, a les 17.00.
VisualitzaBarcelona Analysis Conference 2016
El congrés està organitzat pel Seminari d'Anàlisi de Barcelona que engloba els grups de recerca en anàlisi matemàtica pertanyents a la UB, UAB i UPC.
Visualitza17th "Lluís Santaló" Research Summer School
VisualitzaLectura de tesi doctoral: Maribel Anaya
Título: Design and validation of structural health monitoring system based on bio-inspired algotithms. Autor: ANAYA VEJAR, MARIBEL. Programa: INGENIERÍA SÍSMICA Y DINÁMICA ESTRUCTURAL. Departamento: Departamento de Ingeniería Civil y Ambiental (ECA). Fecha de lectura: 15/07/2016. Hora de lectura: 12:00. Lugar de lectura: Building C2. Classroom 212, C/Jordi Girona, 1-3, Campus Nord UPC 08034 Barcelona. Director de tesis: POZO MONTERO, FRANCESC (Matemàtiques) | TIBADUIZA, DIEGO ALEXANDER (Universidad Santo Tomás, Colombia).
VisualitzaComputational geometry seminar: Christian Rubio-Montiel
Title: The diachromatic number and its homomorphisms Speaker: Christian Rubio-Montiel Comenius University in Bratislava Abstract: We will introduce the diachromatic number, which is a generalization of the achromatic number, and the concept of dihomomorphism. We will prove an interpolation theorem and some relations type Nordhaus-Gaddum.
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