activity
20092026
most citedOn the Surjectivity of Certain Maps II: For Generalized Projective Spaces

2 citations · 7 across the 11 of their papers we have counts for

collaborators

11 papers

math.CO2026

Enumeration of certain subsets of uprooted trees and spherical parking functions

Nayana Shibu Deepthi, Chanchal Kumar, Gargi Lather

Spherical -parking functions are a distinguished subset of standard monomials, arising from the skeleton ideals of the -parking function ideal. Explicit enumeration formulas…

math.GM2021★ 1 cited

On the Generic Point Arrangements in Euclidean Space and Stratification of the Totally Nonzero Grassmannian

C P Anil Kumar

In this article, for positive integers , the parameter spaces for the isomorphism classes of the generic point arrangements of cardinality , and the antipodal poi…

math.CO2020

On Very Generic Discriminantal Arrangements

C P Anil Kumar

In this article we prove two main results. Firstly, we show that any six-line arrangement, consisting of three pairs of mutually perpendicular lines, does not give rise to a "very…

math.NT2020

On the Surjectivity of Certain Maps IV: For Congruence Ideal Subgroups of Type and

C P Anil Kumar

For a positive integer , we extend the surjectivity results from special linear groups (Type ) and symplectic linear groups (Type ) onto product of generalized project…

math.CO2020★ 1 cited

Standard Monomials of 1-Skeleton Ideals of Graphs and Their Signless Laplace Matrices

Chanchal Kumar, Gargi Lather, Amit Roy

Let be a (multi) graph on the vertex set with root . The -parking function ideal is a monomial ideal in the polynomial ring $R=\math…

math.CO2020★ 1 cited

Skeleton Ideals of Certain Graphs, Standard Monomials and Spherical Parking Functions

Chanchal Kumar, Gargi Lather, Sonica

Let be an (oriented) graph on the vertex set with root . Postnikov and Shapiro associated a monomial ideal in the polynomial ring $…