Időpont:
2017. March 09. 10:15
Helyszín:
H building 607
Kategória:
Előadás
Szervezés:
BME-egyetem
Kapcsolattartó:
DEPARTMENT OF ANALYSIS
Abstract: Smooth surfaces are often approximated by triangulations. When the triangles are flat the curvature of the original surface becomes reflected in angle defects at vertices: the angles of the triangles meeting at a vertex do not sum to 2π, and the difference is called the deficit angle. The deficit angle has been proposed as a measure of the gaussian curvature at vertices and I will give a rigorous interpretation and proof of this intuition.
Lecturer: Snorre Christiansen