Powers of Monomial Ideals and Combinatorics
- Resource Type
- Working Paper
- Authors
- Hoa, Le Tuan
- Source
- Subject
- Mathematics - Commutative Algebra
13D45, 05C90
- Language
This is an exposition of some new results on associated primes and the depth of different kinds of powers of monomial ideals in order to show a deep connection between commutative algebra and some objects in combinatorics such as simplicial complexes, integral points in polytopes and graphs.
Comment: 26 pages