The \(r\)-matrix structure of Hitchin systems via loop group uniformization
In this work, the description of the moduli space of principal \(G\)-bundles as double quotient of loop groups is used to construct an étale local \(r\)-matrix for the Hitchin integrable system.
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| creator | Abedin, Raschid |
| description | In this work, the description of the moduli space of principal \(G\)-bundles as double quotient of loop groups is used to construct an étale local \(r\)-matrix for the Hitchin integrable system. |
| format | Article |
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| title | The \(r\)-matrix structure of Hitchin systems via loop group uniformization |
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