## Infrared Behavior of the Effective Coupling in Quantum Chromodynamics: A Non-perturbative Approach |

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### Contents

a SlavnovTaylor Identities | 5 |

a Renonnalization Group Equation | 10 |

a Vacuum Polarization Equation | 19 |

3 other sections not shown

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### Common terms and phrases

approach arbitrary asymptotic freedom asymptotic infrared region axial gauge Bar-Gadda Bethe-Saltpeter Boson Bound State Equation bound-state color confinement constraint construct derivation dimensional DOCTOR OF PHILOSOPHY dynamical effective coupling effective equation extended structure four gluon gauge invariant gauge theory gauge transformation ghost self-energy gluon terms gluon vacuum polarization hadronic Hooft infrared behavior infrared divergent infrared effective infrared singular integrals kinematical singularities ladder approximation Lagrangian Landau gauge Lett mass momentum non-Abelian non-perturbative Nucl observe obtain one-particle irreducible order parameter perturbation phase Phys physical mechanisms polarization tensor preprint QCD vacuum quadruple gluon Quantum Chromodynamics quantum field theory quark propagator quark self-energy read this thesis remaining terms renormaliz renormalization constants renormalization group equation satisfied Schwinger-Dyson equations scope and quality self-consistency condition Slavnov Slavnov-Taylor identity Equation space-time straightforward to show Substituting superconductivity t'Hooft terms figs topological expansion transverse triple gluon vertex vacuum polarization equation vacuum polarization term vanishes wavefunction Zachariasen zero