GRASSMANN ANGLES OF CONVEX POLYTOPES.
WASHINGTON UNIV SEATTLE DEPT OF MATHEMATICS
Pagination or Media Count:
Using integration over Grassmann manifolds a family of numerical characteristics is associated with every convex polytope or polyhedral cone special cases of the new characteristics are the much studied solid angles, angle deficiencies, and exterior angles. Euler-type equations are established for the new entities, explaining the similarities previously noted in the special cases. Author
- Theoretical Mathematics