Mudrov, Andrey Equivariant vector bundles over quantum spheres We quantizeSO(2n+ 1)-equivariant vector bundles on an even complex sphereS2nas one-sided projective modules over its quantized coordinate ring. We realize them in two different ways: as linear maps between pseudo-parabolic modules and as induced modules of the orthogonal quantum group. Based on this alternative, we study representations of a quantum symmetric pair related to S2nq and prove their complete reducibility. math.QA;quantum groups;quantum spheres;equivariant vector bundles;symmetric pairs 2020-02-28
    https://figshare.le.ac.uk/articles/journal_contribution/Equivariant_vector_bundles_over_quantum_spheres/11379417