Tag Computational Complexity
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 →
At the intersection of topology and computational complexity lies a fascinating problem known as the Hairy Ball Theorem. This ancient mathematical concept carries implications far beyond its seemingly whimsical name. Recent research has demonstrated that the computational problem associated with… Continue Reading →
Understanding the computational complexity of a problem lies at the heart of solving it efficiently. In a recent research article titled “Membership in Moment Polytopes is in NP and coNP”, Peter Bürgisser, Matthias Christandl, Ketan D. Mulmuley, and Michael Walter… Continue Reading →
In the field of computer science, understanding and analyzing the computational complexity of different problems is a fundamental area of research. In a recent paper titled “Short Lists with Short Programs in Short Time,” authors Bruno Bauwens, Anton Makhlin, Nikolay… Continue Reading →