2 00 6 Every quantum minor generates an Ore set

  • Zoran Škoda
  • Published 2006

Abstract

The subset multiplicatively generated by any given set of quantum minors and the unit element in the quantum matrix bialgebra satisfies the left and right Ore conditions. Quantum matrix groups ([9, 11, 12]) have remarkable algebraic properties and connections to several branches of mathematics and mathematical physics. A viewpoint of the noncommutative… (More)

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Cite this paper

@inproceedings{koda2006206, title={2 00 6 Every quantum minor generates an Ore set}, author={Zoran {\vS}koda}, year={2006} }