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On Seshadri constants and point-curve configurations

By Marek Janasz and Piotr Pokora
In the note we study the multipoint Seshadri constants of \mathcal{O}_{\mathbb{P}^{2}_{\mathbb{C}}}(1) centered at singular loci of certain curve arrangements in the complex projective plane. Our first aim is to show that the values of Seshadri constants can be approximated with use of a combinatorial invariant which we call the configurational... Show more
April 8, 2020
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On Seshadri constants and point-curve configurations
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