Vertex-IRF correspondence and factorized \(L\)-operators for an elliptic \(R\)-operator (Q1901800)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Vertex-IRF correspondence and factorized \(L\)-operators for an elliptic \(R\)-operator |
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Vertex-IRF correspondence and factorized \(L\)-operators for an elliptic \(R\)-operator (English)
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15 April 1996
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The author studies an elliptic \(R\)-operator that satisfies the Yang- Baxter equation constructs incoming and outgoing intertwining vectors and factorized \(L\)-operators for the \(R\)-operator. He obtains the vertex-IRF correspondence for his \(R\)-operator. The results are then used to reproduce the vertex-IRF correspondence and the factorized \(L\)-operators for Belavin's \(R\)-matrix.
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\(L\)-operator
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\(R\)-operator
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Yang-Baxter equation
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