Tag matroid theory
The paper “Complexity of packing common bases in matroids” by Kristóf Bérczi and Tamás Schwarcz settles an important complexity question about a deceptively simple combinatorial task: can you partition the ground set of two matroids into k disjoint sets that… Continue Reading →
When it comes to understanding complex concepts in mathematics, matroid theory stands tall as a powerful tool for algebraic geometers. In this article, we will delve into the captivating world of matroid theory, deciphering its essence and exploring its applications… Continue Reading →