Pointwise isomorphic smooth families of projective non-uniruled manifolds over a Riemann surface are locally isomorphic over a dense open subset of the base.
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2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
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Local triviality at one point in a family of non-uniruled compact Kahler manifolds implies all fibers are mutually isomorphic.
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Local isomorphisms for families of projective non-unruled manifolds
Pointwise isomorphic smooth families of projective non-uniruled manifolds over a Riemann surface are locally isomorphic over a dense open subset of the base.
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Locally rigid implies globally rigid in Kahler geometry
Local triviality at one point in a family of non-uniruled compact Kahler manifolds implies all fibers are mutually isomorphic.