Maciej Borodzik

most citedDeformations of singularities of plane curves. Topological approach

3 citations · 5 across the 2 of their papers we have counts for

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math.AG2009★ 2 cited

Number of singular points of a genus $g$ curve with one point at infinity

Maciej Borodzik

We bound the maximal number N of singular points of a plane algebraic curve C that has precisely one place at infinity with one branch in terms of its first Betti number $b_{1} (C)$ .…

math.AG2009★ 3 cited

Deformations of singularities of plane curves. Topological approach

Maciej Borodzik

We use a knot invariant, namely the Tristram--Levine signature to study deformations of singular points of plane curves. We find a bound on the sum of M numbers over all singularit…

Number of singular points of a genus g curve with one point at infinity

Deformations of singularities of plane curves. Topological approach

Number of singular points of a genus $g$ curve with one point at infinity