Stefan O. Tohaneanu

activity

20062026

most citedA blowup algebra of hyperplane arrangements

24 citations · 68 across the 29 of their papers we have counts for

collaborators

Showing 2015Show all

3 papers · 1 filter

math.AC2015

Minimum distance of linear codes and the $α$ -invariant

Mehdi Garrousian, Stefan Tohaneanu

The simple interpretation of the minimum distance of a linear code obtained by De Boer and Pellikaan, and later refined by the second author, is further developed through the study…

math.AG2015★ 2 cited

Star Configurations are Set-Theoretic Complete Intersections

Stefan Tohaneanu

Let $A \subset P^{k - 1}$ be a rank $k$ arrangement of $n$ hyperplanes, with the property that any $k$ of the defining linear forms are linearly independent (i.e., $\m…

math.CO2015

On the geometry of real or complex supersolvable line arrangements

Benjamin Anzis, Stefan Tohaneanu

Given a rank 3 real arrangement $A$ of $n$ lines in the projective plane, the Dirac-Motzkin conjecture (proved by Green and Tao in 2013) states that for $n$ sufficiently l…

Minimum distance of linear codes and the α-invariant

Star Configurations are Set-Theoretic Complete Intersections

On the geometry of real or complex supersolvable line arrangements

Minimum distance of linear codes and the $α$ -invariant