Abstract
We analyze the problem of the meson ($q\ensuremath{-}\overline{q}$) spectrum in the formulation of nonperturbative QCD that has been called anisotropic chromodynamics, the theory of finite energy quantum fluctuations (the hadrons) around the (assumed) QCD vacuum, the chromomagnetic liquid. We find very satisfactory results for both the spectrum and wave functions, in terms of a minimal set of inputs: quark masses (both light and heavy) and the gauge coupling constant.
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