Blowup algebras of ideals of vertex covers of bipartite graphs
By Isidoro Gitler, Enrique Reyes, Rafael H. Villarreal. 2005
73 citations recorded by the source corpus.
Subfields: Algebra and Number Theory, Computational Theory and Mathematics
View Paper: https://www.semanticscholar.org/paper/0042d0cf2060a0d0ce9f27fa766830bfe655eae9
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In Algebra and Number Theory
- Rafael H. Villarreal
- Jürgen Herzog
- Ngô Viêt Trung
- Takayuki Hibi
- Isidoro Gitler
- Adam Van Tuyl
- Huy Tài Hà
- Enrique Reyes
In Computational Theory and Mathematics
- Rafael H. Villarreal
- Jürgen Herzog
- Ngô Viêt Trung
- Takayuki Hibi
- Isidoro Gitler
- Enrique Reyes
- Adam Van Tuyl
- Xinxian Zheng
Citations in the corpus
- Standard graded vertex cover algebras, cycles and leaves (2006, background): “Each ch is a 1-cover of ∆ because for all facets F of ∆, F c contains a facet of ∆c.”
- Blowup algebras of square-free monomial ideals and some links to combinatorial optimization problems (2006, background): “16 ([18]) If R[It] = Rs(I) and J = Ic(C), then R[Jt] = Rs(J).”