Algebraic structure of \(n\)-body systems. (Q1865883)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Algebraic structure of \(n\)-body systems. |
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Algebraic structure of \(n\)-body systems. (English)
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2002
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Let a set of operators describe observables of two body system. The paper describes a general method for building of a set of operators in tensor products corresponding to \(n\) body systems. The method is illustrated on Galilei, Poincaré and deformed Galilei algebras.
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tensor product
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operator algebras
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coalgebra
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Galilei algebra
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Poincaré algebra
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deformed Galilei algebra
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