9 citations · 13 across the 15 of their papers we have counts for
5 papers · 1 filter
Additive bases, coset covers, and non-vanishing linear maps
János Nagy, Péter Pál Pach, István Tomon
Recently, the first two authors proved the Alon-Jaeger-Tarsi conjecture on non-vanishing linear maps, for large primes. We extend their ideas to address several other related conje…
The Alon-Jaeger-Tarsi conjecture via group ring identities
János Nagy, Péter Pál Pach
In this paper we resolve the Alon-Jaeger-Tarsi conjecture for sufficiently large primes. Namely, we show that for any finite field of size and a…
Brill-Noether problem on splice quotient singularities and duality of topological Poincaré series
Tamás László, János Nagy
In this manuscript we investigate the analouge of the Brill-Noether problem for smooth curves in the case of normal surface singularities. We determine the maximal possible value o…
Sum-full sets are not zero-sum-free
Vsevolod F. Lev, Janos Nagy, Peter Pal Pach
Let be a finite, nonempty subset of an abelian group. We show that if every element of is a sum of two other elements, then has a nonempty zero-sum subset. That is, a (…
Base points of natural line bundles on relatively generic surface singularities
János Nagy
In \cite{NNM} the author with A. Némethi computed the multiplicity of generic surface singularities, the formula is purely topological computable from the resolution graph of the s…