Title: Refined count for rational tropical curves in arbitrary dimension.
Abstract:In this paper we introduce a refined multiplicity for rational tropical curves in arbitrary dimension, which generalizes the refined multiplicity introduced by F. Block and L. Gottsche in arXiv:1407.2...In this paper we introduce a refined multiplicity for rational tropical curves in arbitrary dimension, which generalizes the refined multiplicity introduced by F. Block and L. Gottsche in arXiv:1407.2901 . We then prove an invariance statement for the count of rational tropical curves in several enumerative problems using this new refined multiplicity. This leads to the definition of Block-Gottsche polynomials in any dimension.Read More
Publication Year: 2020
Publication Date: 2020-10-12
Language: en
Type: preprint
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Cited By Count: 2
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