Jagdeep Singh

collaborators

2 papers

math.CO2025

$k$ -loose elements and $k$ -paving matroids

Jagdeep Singh

For a matroid of rank $r$ and a non-negative integer $k$ , an element is called $k$ -loose if every circuit containing it has size greater than $r - k$ . Zaslavsky and the author charac…

math.CO2025

Loose elements in binary and ternary matroids

Jagdeep Singh, Thomas Zaslavsky

We call a matroid element "loose" if it is contained in no circuits of size less than the rank of the matroid. A matroid in which all elements are loose is a paving matroid. Acketa…

k-loose elements and k-paving matroids

Loose elements in binary and ternary matroids

$k$ -loose elements and $k$ -paving matroids