Phong Dinh Thieu

most citedKoszul determinantal rings and

2 \times e

matrices of linear forms

1 citations · 1 across the 1 of their papers we have counts for

collaborators

3 papers

math.AC2013★ 1 cited

Koszul determinantal rings and $2 \times e$ matrices of linear forms

Hop D. Nguyen, Phong Dinh Thieu, Thanh Vu

Let $k$ be an algebraically closed field of characteristic $0$ . Let $X$ be a $2 \times e$ matrix of linear forms over a polynomial ring $k [x_{1}, \dots, x_{n}]$ (where…

math.AC2013

On the weak Lefschetz Property of graded modules over $K [x, y]$

Giuseppe Favacchio, Phong Dinh Thieu

It is known that graded cyclic modules over $S = K [x, y]$ have the Weak Lefschetz Property (WLP). This is not true for non-cyclic modules over $S$ . The purpose of this note is to stud…

math.AC2011

Note on resonance varieties

Phong Dinh Thieu

We study the irreducibility of resonance varieties of graded rings over an exterior algebra E with particular attention to Orlik-Solomon algebras. We prove that for a stable monomi…

Koszul determinantal rings and 2×e matrices of linear forms

On the weak Lefschetz Property of graded modules over K[x,y]

Note on resonance varieties

Koszul determinantal rings and $2 \times e$ matrices of linear forms

On the weak Lefschetz Property of graded modules over $K [x, y]$