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20202026
most citedQuasi f-Simplicial Complexes and Quasi f-Graphs

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

math.CO2026

Matroid correspondence

Colin Crowley, Changxin Ding, Haoxi Hu +7

Motivated by algebraic correspondences and linear operators associated with volume and Lorentzian polynomials, we introduce matroid correspondences and their polymatroid analogues.…

math.AC2024

Lower bounds for Waldschmidt constants and Demailly's Conjecture for general and very general points

Sankhaneel Bisui, Thai Thanh Nguyen

We prove Demailly's Conjecture concerning the lower bound for the Waldschmidt constant in terms of the initial degree of the second symbolic powers for any set of generic points or…

math.AC2021

Newton-Okounkov body, Rees algebra, and analytic spread of graded families of monomial ideals

Huy Tai Ha, Thai Thanh Nguyen

Let be a graded family of monomial ideal. We use the Newton-Okounkov body of to: (a) give a characterization for the Noethe…

math.AC2021

The Initial Degree of Symbolic Powers of Ideals of Fermat Configuration of Points

Thai Thanh Nguyen

Let be an integer and consider the defining ideal of the Fermat configuration of points in : $I_n=(x(y^n-z^n),y(z^n-x^n),z(x^n-y^n)) \subset R=\mathbb{C}[x,…

math.CO2020★ 1 cited

Quasi f-Simplicial Complexes and Quasi f-Graphs

Hasan Mahmood, Fazal Ur Rehman, Thai Thanh Nguyen +1

The notion of -ideal is recent and has so far been studied in several papers. In \cite{qfi}, the idea of -ideal is generalized to quasi -ideals, which is much larger class…

math.AC2020

Quasi f-Ideals

Hasan Mahmood, Fazal Ur Rehman, Thai Thanh Nguyen +1

The notion off-ideals is recent and has been studied in the papers[1] [2], [5], [10], [11], [12], [13], [14] and [15]. In this paper, we have generalized the idea off-ideals to qua…