Low-energy limit of the O(4) quark-meson model from the functional renormalization group approach
Jürgen Eser, Florian Divotgey, Mario Mitter, Dirk H. Rischke
Abstract
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Jürgen Eser, Florian Divotgey, Mario Mitter, Dirk H. Rischke
Abstract
Open-access reader
We compute the low-energy limit of the $O(4)$-symmetric quark-meson model as an effective field theory for quantum chromodynamics (QCD) within the functional renormalization group (FRG) approach. In particular, we analyze the renormalization group flow of momentum-dependent pion self-interactions beyond the local potential approximation. The numerical results for these couplings obtained from the FRG are confronted with a recent tree-level study. Additionally, their effect on the wave-function renormalization factors and the curvature masses is investigated.
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We compute the low-energy limit of the $O(4)$-symmetric quark-meson model as an effective field theory for quantum chromodynamics (QCD) within the functional renormalization group (FRG) approach. In particular, we analyze the renormalization group flow of momentum-dependent pion self-interactions beyond the local potential approximation. The numerical results for these couplings obtained from the FRG are confronted with a recent tree-level study. Additionally, their effect on the wave-function renormalization factors and the curvature masses is investigated.
Key concepts: Quantum chromodynamics, Renormalization, Physics, Functional renormalization group, Renormalization group, Particle physics, Quark, Limit (mathematics)