On minimizing the volume of self-polar convex bodies in spherical d-space

Időpont: 
2016. 06. 02. 10:30
Hely: 
H306
Előadó: 
Bezdek Károly

I call a spherical convex polytope a spherical Reuleaux polytope if it is of constant spherical width of Pi/2 . The talk will discuss a number of properties of spherical Reuleaux polytopes in connection with a generalization of the Blaschke-Leichtweiss theorem.