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The local rank of an ergodic symmetric power \(T^{\odot n}\) does not exceed \(n! n^{-n}\) - MaRDI portal

The local rank of an ergodic symmetric power \(T^{\odot n}\) does not exceed \(n! n^{-n}\) (Q372470)

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scientific article; zbMATH DE number 6213814
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English
The local rank of an ergodic symmetric power \(T^{\odot n}\) does not exceed \(n! n^{-n}\)
scientific article; zbMATH DE number 6213814

    Statements

    The local rank of an ergodic symmetric power \(T^{\odot n}\) does not exceed \(n! n^{-n}\) (English)
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    8 October 2013
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    ergodic transformation
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    local rank
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    symmetric tensor product
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