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Group actions and irrationality in surface families
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Rationality specializes in families of surfaces, even with mild singularities. In this paper, we study the analogous question for the degree of irrationality. We prove a specialization result when the degree of irrationality on the generic fiber arises from the quotient by a group action.
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A primer on measures of irrationality
An expository survey of degree of irrationality, covering gonality, and related invariants, organized by the Kodaira-Enriques classification, with many open problems.
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