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The<i>Q</i>-operator and functional relations of the eight-vertex model at root-of-unity \eta = \frac{2m K}{N} for odd<i>N</i> - MaRDI portal

The<i>Q</i>-operator and functional relations of the eight-vertex model at root-of-unity \eta = \frac{2m K}{N} for odd<i>N</i> (Q5308765)

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scientific article; zbMATH DE number 5198221
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English
The<i>Q</i>-operator and functional relations of the eight-vertex model at root-of-unity \eta = \frac{2m K}{N} for odd<i>N</i>
scientific article; zbMATH DE number 5198221

    Statements

    The<i>Q</i>-operator and functional relations of the eight-vertex model at root-of-unity \eta = \frac{2m K}{N} for odd<i>N</i> (English)
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    8 October 2007
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    \(Q\)-operator
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    eight-vertex model
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    Fabricius-McCoy comparsion
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    \(N\)-state chiral Potts model
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    Identifiers