most citedProjective dimension and regularity of edge ideals of some vertex-weighted oriented -partite graphs

2 citations · 3 across the 4 of their papers we have counts for

collaborators

5 papers

math.AC20191 cited

Regularity and projective dimension of powers of edge ideal of the disjoint union of some weighted oriented gap-free bipartite graphs

Guangjun Zhu, Li Xu, Hong Wang +1

In this paper we provide some precise formulas for regularity of powers of edge ideal of the disjoint union of some weighted oriented gap-free bipartite graphs. For the projective…

math.AC20192 cited

Projective dimension and regularity of edge ideals of some vertex-weighted oriented -partite graphs

Guangjun Zhu, Hong Wang, Li Xu +1

In this paper we provide some exact formulas for the projective dimension and the regularity of edge ideals associated to three special types of vertex-weighted oriented -partit…

math.AC2019

Projective dimension and regularity of powers of edge ideals of vertex-weighted rooted forests

Li Xu, Guangjun Zhu, Hong Wang +1

In this paper we provide some exact formulas for projective dimension and the regularity of powers of edge ideals of vertex-weighted rooted forests. These formulas are functions of…

math.AC2019

Regularity of powers of edge ideals of vertex-weighted oriented unicyclic graphs

Guangjun Zhu, Hong Wang, Li Xu +1

In this paper we provide some exact formulas for the regularity of powers of edge ideals of vertex-weighted oriented cycles and vertex-weighted unicyclic graphs. These formulas are…

math.AC2018

Projective dimension and regularity of edge ideal of some weighted oriented graphs

Guangjun Zhu, Li Xu, Hong Wang +1

In this paper we provide some exact formulas for the projective dimension and the regularity of edge ideals associated to vertex weighted rooted forests and oriented cycles. As som…