V. D. Gershun

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q-alg1997

The consistent reduction of the differential calculus on the quantum group $G L_{q} (2, C)$ to the differential calculi on its subgroups and $σ$ -models on the quantum group manifolds $S L_{q} (2, R)$ , $S L_{q} (2, R) / U_{h} (1)$ , $C q (2∣0)$ and infinitesimal transformations

V. D. Gershun

Explicit construction of the second order left differential calculi on the quantum group and its subgroups are obtained with the property of the natural reduction: the differential…

The consistent reduction of the differential calculus on the quantum group GLq​(2,C) to the differential calculi on its subgroups and σ-models on the quantum group manifolds SLq​(2,R), SLq​(2,R)/Uh​(1), Cq(2∣0) and infinitesimal transformations

The consistent reduction of the differential calculus on the quantum group $G L_{q} (2, C)$ to the differential calculi on its subgroups and $σ$ -models on the quantum group manifolds $S L_{q} (2, R)$ , $S L_{q} (2, R) / U_{h} (1)$ , $C q (2∣0)$ and infinitesimal transformations