Flow box decomposition for gradients of univariate polynomials, billiards on the Riemann sphere, tree-like configurations of vanishing cycles for \(A_{n}\) curve singularities and geometric cluster monodromy (Q6150001)
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scientific article; zbMATH DE number 7800514
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Flow box decomposition for gradients of univariate polynomials, billiards on the Riemann sphere, tree-like configurations of vanishing cycles for \(A_{n}\) curve singularities and geometric cluster monodromy |
scientific article; zbMATH DE number 7800514 |
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Flow box decomposition for gradients of univariate polynomials, billiards on the Riemann sphere, tree-like configurations of vanishing cycles for \(A_{n}\) curve singularities and geometric cluster monodromy (English)
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6 February 2024
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Summary: The base space of the universal unfolding of \(A_{n}\)-curve singularities is equipped with a stratification such that the geometric monodromy group is generated by wall-crossing mapping classes.
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monodromy by stratification
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wall-crossing data
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