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International Journal of Modern Physics A, 1991
We examine the properties of the quantum Lorentz group SO q(3, 1) using the [Formula: see text] matrix given in Ref. 14. We show that this matrix together with the q-deformed metric C provide a representation of a BWM algebra. Using the projection operators which decompose the [Formula: see text] matrix into irreducible components, we give the general
Carow-Watamura, U. +3 more
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We examine the properties of the quantum Lorentz group SO q(3, 1) using the [Formula: see text] matrix given in Ref. 14. We show that this matrix together with the q-deformed metric C provide a representation of a BWM algebra. Using the projection operators which decompose the [Formula: see text] matrix into irreducible components, we give the general
Carow-Watamura, U. +3 more
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Cohomology of Quantum Groups: the Quantum Dimension
Canadian Journal of Mathematics, 1993AbstractThis paper uses the notion of the quantum dimension to obtain new results on the cohomology and representation theory of quantum groups at a root of unity. In particular, we consider the elementary theory of support varieties for quantum groups.
Parshall, Brian, Wang, Jianpan
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From “Quantum Groups” to “Quasi-Quantum Groups”
1991The purpose of this lecture is not to review once more the theory of quantum groups, but to give a brief introduction to the recent work of Drinfeld1, where he presented a new (quantum) object, the quasi-Hopf algebras, which leads to generalizations of quantum groups that, to my knowledge, had not yet been proposed, and, in an even shorter summary, the
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Quantum integrability and quantum groups
Physica D: Nonlinear Phenomena, 1995zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Quantum repeaters: From quantum networks to the quantum internet
Reviews of Modern Physics, 2023Koji Azuma +2 more
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The germanium quantum information route
Nature Reviews Materials, 2020Giordano Scappucci +2 more
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Quantum Algorithms for Quantum Chemistry and Quantum Materials Science
Chemical Reviews, 2020Bela Bauer +2 more
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Quantum guidelines for solid-state spin defects
Nature Reviews Materials, 2021Gary Wolfowicz +2 more
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