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A Direct Proof that Solutions of the Six Painlevé Equations Have No Movable Singularities Except Poles - MaRDI portal

A Direct Proof that Solutions of the Six Painlevé Equations Have No Movable Singularities Except Poles (Q4318868)

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scientific article; zbMATH DE number 709382
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A Direct Proof that Solutions of the Six Painlevé Equations Have No Movable Singularities Except Poles
scientific article; zbMATH DE number 709382

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    A Direct Proof that Solutions of the Six Painlevé Equations Have No Movable Singularities Except Poles (English)
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    30 October 1995
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    Painlevé transcendents
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    Painlevé property
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    steepest ascent paths
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    global meromorphy
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    Painlevé equations
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