Multiparameter Quantum Matrices over Ske
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Bernd StrΓΌber
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Article
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1998
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Elsevier Science
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English
β 254 KB
We prove that multiparameter quantum matrices over a skew field can be reduced by applying elementary row and column operations, each of which preserve the quantum relations. From this, we derive a new, axiomatic description of the quantum determinant, which coincides with the classical approach to