Curvature expansion for the background-induced gluodynamics string
arXiv:hep-th/9605086 · doi:10.1142/S0217732396001910
Abstract
Using cumulant expansion for an averaged Wilson loop we derive an action of the gluodynamics string in the form of a series in powers of the correlation length of the vacuum. In the lowest orders it contains the Nambu-Goto term and the rigidity term with the coupling constants computed from the bilocal correlator of gluonic fields. Some higher derivative corrections are calculated.
10 pages
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