Difference between revisions of "Universum - Imaginario matemático"

From WikiMathCom
Jump to: navigation, search
(Created page with "[http://www.universum.unam.mx/exposiciones/imaginario-matematico Imaginario matemático] (Mathematical imaginarium) is a math gallery in [http://www.universum.unam.mx Universu...")
 
 
Line 1: Line 1:
[http://www.universum.unam.mx/exposiciones/imaginario-matematico Imaginario matemático] (Mathematical imaginarium) is a math gallery in [http://www.universum.unam.mx Universum], the museum of sciences of the National Autonomous University of Mexico (UNAM), in Mexico City, Mexico.  It was inaugurated on December 8, 2017.
+
[http://www.universum.unam.mx/exposiciones/imaginario-matematico Imaginario matemático] (Mathematical imaginarium) is a math gallery in [http://www.universum.unam.mx Universum], the museum of sciences of the National Autonomous University of Mexico (UNAM), in Mexico City, Mexico.  Inaugurated on December 8, 2017, the gallery combines mathematical concepts with art realizations. Visitors can explore polyhedra, kaleidoscopes, tilings, topology, conics, algebra, numbers exhibits, and more.
  
The gallery originated as a spin-off of the [[IMAGINARY]] exhibitions that circulated trhough Mexico, as a means to have a permanent exhibition in the country. The name of the gallery (imaginario matemático) refers to that origin. Many images and software (such as [[SURFER]]) of IMAGINARY are still present in Imaginario matemático. The gallery combines mathematical concepts with art realizations. Visitors can explore polyhedra, keleidoscopes, tilings, topology, conics, algebra, and numbers exhibits.
 
  
 
[[Category:Museums]]
 
[[Category:Museums]]

Latest revision as of 14:29, 13 April 2018

Imaginario matemático (Mathematical imaginarium) is a math gallery in Universum, the museum of sciences of the National Autonomous University of Mexico (UNAM), in Mexico City, Mexico. Inaugurated on December 8, 2017, the gallery combines mathematical concepts with art realizations. Visitors can explore polyhedra, kaleidoscopes, tilings, topology, conics, algebra, numbers exhibits, and more.