activity
20162026
most citedOn derived functors of graded local cohomology modules-II

10 citations · 25 across the 6 of their papers we have counts for

collaborators

6 papers

math.AC2026

Asymptotic behaviour of bigraded components of local cohomology modules

Rajsekhar Bhattacharyya, Tony J. Puthenpurakal, Sudeshna Roy +1

Let be a commutative Noetherian ring containing a field of characteristic zero. Let be a polynomial ring over with $\mathrm{bi…

math.AC2021

Classification of Frobenius Forms in five variables

Zhibek Kadyrsizova, Janet Page, Jyoti Singh +3

We classify Frobenius forms, a special class of homogeneous polynomials in characteristic , in up to five variables over an algebraically closed field. We also point out some…

math.AC2020

Lower Bounds on the F-pure Threshold and Extremal Singularities

Zhibek Kadyrsizova, Jennifer Kenkel, Janet Page +4

We prove that if is a reduced homogenous polynomial of degree , then its -pure threshold at the unique homogeneous maximal ideal is at least . We show, fur…

math.AC2020★ 5 cited

Cubic Surfaces of Characteristic Two

Zhibek Kadyrsizova, Jennifer Kenkel, Janet Page +4

Cubic surfaces in characteristic two are investigated from the point of view of prime characteristic commutative algebra. In particular, we prove that, the non-Frobenius split cubi…

math.AC2019★ 10 cited

On derived functors of graded local cohomology modules-II

Tony J. Puthenpurakal, Sudeshna Roy, Jyoti Singh

Let where is a field of characteristic zero, and let be the Weyl algebra over . We give standard grading on and . Let $I…

math.AC2016★ 10 cited

On derived functors of Graded local cohomology modules

Tony J. Puthenpurakal, Jyoti Singh

Let be a field of characteristic zero and let , with standard grading. Let and let be the injective hull of $R…