Line bundles on quantum spheres

Mathematics – Quantum Algebra

Scientific paper

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6 pages, LaTeX (uses aipproc.sty)

Scientific paper

10.1063/1.57118

The (left coalgebra) line bundle associated to the quantum Hopf fibration of
any quantum two-sphere is shown to be a finitely generated projective module.
The corresponding projector is constructed and its monopole charge is computed.
It is shown that the Dirac $q$-monopole connection on any quantum two-sphere
induces the Grassmannian connection built with this projector.

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