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Paper detail

Anti-selfdual Connections on the Quantum Projective Plane: Monopoles

We present several results on the geometry of the quantum projective plane CP2q. They include: explicit generators for the K-theory and the K-homology; a real calculus with a Hodge star operator; anti-selfdual connections on line bundles with explicit computation of the corresponding 'monopoles' and 'instanton' charges; complete diagonalization of gauged Laplacians on these line bundles; quantum invariants via equivariant K-theory and q-indices.

preprint2010arXivOpen access
Francesco D'AndreaGiovanni Landi
math-phmath.QAmath.MPhep-th
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Francesco D'AndreaGiovanni Landi

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