Submitted by jlongwor on Tue, 03/20/2012 - 10:18am.
Mar 23 2012 - 1:00pm
Mar 23 2012 - 1:50pm
Speaker:
Karoly Bezdek
Location:
MS 427
he rigidity theorems of Cauchy (1813), Alexandrov (1950) and Stoker (1968) are classical results in the theory of convex polyhedra. The relevant conjecture of Stoker (1968) is a long-standing open problem. We study analogues of them for (standard as well as normal) ball-polyhedra.
Submitted by jlongwor on Tue, 03/13/2012 - 1:32pm.
Mar 16 2012 - 1:00pm
Speaker:
Csaba Toth
Location:
MS 427
We study the following problem: For an integer n, what is the maximum number f(n) such that every planar geometric graph with n vertices can be untangled such that at least f(n) vertices remain fixed.
Submitted by jlongwor on Tue, 03/06/2012 - 11:43am.
Mar 9 2012 - 1:00pm
Mar 9 2012 - 1:50pm
Speaker:
Dr. T. Hausel, Royal Society University Research Fellow, University of Oxford, UK
Location:
MS 427
This Friday the Combinatorics and Discrete Geometry Seminar will also be a Fejes-Toth Lecture, a lecture series in honor of the legacy of László Fejes Tóth. Please see the link http://math.ucalgary.ca/ccdg/news-events/events/talks for more information and a list of previous speakers.
