most citedSeiberg-Witten invariant of the universal abelian cover of

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3 papers

math.GT2015★ 1 cited

Seiberg-Witten invariant of the universal abelian cover of

József Bodnár, András Némethi

We prove an additivity property for the normalized Seiberg-Witten invariants with respect to the universal abelian cover of those 3-manifolds, which are obtained via negative ratio…

math.AG2015

Classification of rational unicuspidal curves with two Newton pairs

József Bodnár

Based on Tiankai Liu's PhD thesis (MIT, 2014), we give a complete classification of local topological types of singularities with two Newton pairs on rational unicuspidal complex p…

math.AG2014

Lattice cohomology and rational cuspidal curves

József Bodnár, András Némethi

We show a counterexample to a conjecture of de Bobadilla, Luengo, Melle-Hernández and Némethi on rational cuspidal projective plane curves. The counterexample is a tricuspidal curv…