Hop D. Nguyen

activity

20232025

collaborators

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2 papers · 1 filter

math.AC2025

Koszul property and finite linearity defect over $g$ -stretched local rings

Do Van Kien, Hop D. Nguyen

The linearity defect is a measure for the non-linearity of minimal free resolutions of modules over noetherian local rings. A tantalizing open question due to Herzog and Iyengar as…

math.AC2025

Asymptotic regularity of graded families of ideals

Tai Huy Ha, Hop D. Nguyen, Thai Thanh Nguyen

We show that the asymptotic regularity of a graded family $(I_{n})_{n \geq 0}$ of homogeneous ideals in a reduced standard graded algebra, i.e., the limit $\lim_{n \rightarrow \infty}…

Koszul property and finite linearity defect over g-stretched local rings

Asymptotic regularity of graded families of ideals

Koszul property and finite linearity defect over $g$ -stretched local rings