Noé Bárcenas Torres

Dr. Noé Bárcenas Torres
Centro de Ciencias Matemáticas
UNAM
Campus Morelia, Michoacán
Apartado Postal 61-3 (Xangari)
58089, Morelia, Michoacán México
+525556232860
E-Mail: barcenas (add "at" matmor.unam.mx)


Intereses Científicos/ Research interests:



Publicaciones/ Publications, Preprints and ongoing Projects:



Conferencias Organizadas/ Organized Conferences:

  • Thematic Session of the Latin American Mathematician's Congress: Geometry, Topology, Interactions between Geometric Group Theory and Algebraic Topology. CLAM 2016.

  • Meeting on Topological K-theory and Noncommutative Geometry K-Theory.

  • Encuentro Nacional de Jovenes investigadores en México. ENJIM 2015.

  • II Reunión Matemáticos Mexicanos en el Mundo MMM2014.

  • Sección de Topología Algebraica. Congreso Nacional de la Sociedad Matemática Mexicana. Durango, México. October 26th to 31st, 2014. Congreso SMM

  • Taller de Vinculación Matemáticos Mexicanos en el mundo. Together with Fernando Galaz and Monica Moreno. CIMAT, August 22-24th, 2012.TVMMJM

  • Docencia/ Teaching:

  • In WS 2013-2014, I Organized the UNAM Research Seminar with the topic "Teichmüller Theory and Classifying spaces"

    "Teichmuller Theory"

  • In SS 2013 I organized together with Alejandra Trujillo the Transcontinental Seminar Berlin-Bonn-UNAM, with the topic "Basics on Braid and Mapping Class Groups"

  • In WS 2012-2013 I Organized the Transcontinental Seminar Berlin-Bonn-UNAM a Videoconference-based seminar, this semester with the topic "Homotopy, Controlled Topology and Assembly"

  • In SS 2012, I organized (together with Daniel Juan, David Rosenthal and Mario Velasquez ) the Transcontinental Seminar Bogota-Bonn-UNAM, a Videoconference-based seminar, this semester with the topic Coarse Geometry and Assembly Maps Coarse Geometry

  • During WS 2011, I organized (together with Daniel Juan, Martin Fluch and Luis Jorge Sanchez ) the Transcontinental Seminar Bielefeld-Bonn-UNAM, a Videoconference-based seminar, this semester with the topic CAT(0)-geometry and classifying spaces Classifying Spaces.