Quantum quasigroups and the quantum Yang-Baxter equation (Q2275109)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Quantum quasigroups and the quantum Yang-Baxter equation |
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Quantum quasigroups and the quantum Yang-Baxter equation (English)
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2 October 2019
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Summary: Quantum quasigroups are algebraic structures providing a general self-dual framework for the nonassociative extension of Hopf algebra techniques. They also have one-sided analogues, which are not self-dual. The paper presents a survey of recent work on these structures, showing how they furnish various solutions to the quantum Yang-Baxter equation.
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Hopf algebra
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quantum group
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quasigroup
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Moufang loop
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quantum Yang-Baxter equation
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