Inequalities between Lattice Packing and Covering Densities of Centrally Symmetric Plane Convex Bodies.
Dan IsmailescuPublished in: Discret. Comput. Geom. (2001)
Keyphrases
- convex hull
- linear inequalities
- three dimensional
- packing problem
- sufficient conditions
- convex optimization
- lattice structure
- piecewise linear
- probability density function
- valid inequalities
- convex sets
- positive semidefinite matrices
- elementary functions
- facet defining inequalities
- mixed integer
- globally optimal
- concept lattice
- probability distribution
- semidefinite
- risk minimization
- probability density
- cutting plane algorithm
- boolean algebra
- integer programming