A Lorentzian Gribov no-pole condition is defined as the absence of source-free solutions to the Faddeev-Popov wave equation obeying the Feynman boundary condition, equivalent to injectivity of the negative-frequency ghost scattering map for localized backgrounds and a functional determinant restrict
Action from the Gribov horizon,
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A Lorentzian Gribov no-pole condition for Yang-Mills theory
A Lorentzian Gribov no-pole condition is defined as the absence of source-free solutions to the Faddeev-Popov wave equation obeying the Feynman boundary condition, equivalent to injectivity of the negative-frequency ghost scattering map for localized backgrounds and a functional determinant restrict