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Title:
K-stability of morphisms
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Abstract:
We introduce a notion of K-stability for morphisms $f:X\to Y$. We show that this notion appears naturally in many situations, and that ''general type" morphisms form a projective moduli space that generalizes both the the KSBA moduli space of general type varieties and the Kontsevich moduli space of maps to higher dimensions. This is joint work with Ruadhai Dervan.
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