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When every holomorphic vector bundle on a non-reduced one-dimensional complex space is a direct sum of line bundles? - MaRDI portal

When every holomorphic vector bundle on a non-reduced one-dimensional complex space is a direct sum of line bundles? (Q3518980)

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When every holomorphic vector bundle on a non-reduced one-dimensional complex space is a direct sum of line bundles?
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    When every holomorphic vector bundle on a non-reduced one-dimensional complex space is a direct sum of line bundles? (English)
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    12 August 2008
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    vector bundle
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    splitting of a vector bundle
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    line bundle
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    holomorphic vector bundle
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    one-dimensional Stein space
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