Confinement of color and geometry

Details Confinement of color and geometry Confinement of color and geometry

2009-10-27

arxiv.org/abs/0910.5097v1

Physics

High Energy Physics

High Energy Physics - Lattice

Presented at the X workshop on perturbative QCD, Paris 8-12 June 2009

Scientific paper

A natural explanation of confinement can be given in terms of symmetry. Since color symmetry is exact, the candidate symmetry is dual and related to homotopy,i.e., in (3+1)d, to magnetic charge conservation. A set of r abelian 'tHooft-like tensors (r = rank of the gauge group) can be defined and the dual charge is a violation of the corresponding Bianchi identities. It is shown that this is equivalently described by non-abelian Bianchi identities.

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