Contribution Parallel
Three-point gluonic Green's functions: low-momentum behaviour and the QCD running coupling
Speakers
- Prof. José RODRIGUEZ-QUINTERO
Primary authors
- Prof. José RODRIGUEZ-QUINTERO (Univ. Huelva)
Co-authors
- Dr. Savvas ZAFEIROPOULOS (College of William & Mary and Jefferson Lab)
- Dr. Feliciano DE SOTO (Universidad Pablo de Olavide)
- Prof. Philippe BOUCAUD (L.P.T., Université de Paris-Sud, Orsay.)
Files
Content
We will report on a detailed study of the three-gluon vertex in four-dimensional SU(3) Yang-Mills theory employing lattice simulations with large physical volumes and high statistics, and on a preliminary ongoing study of the same vertex function in QCD simulated with 2+1 Domain Wall fermions.
We will mainly focus on the very low-momenta behaviour of the 1PI vertex function, and prove that it can be well accounted with the solutions of the continuum Dyson-Schwinger equations; and on the QCD running coupling that can be nonperturbatively defined from the vertex-function and compared at large-momenta with perturbation theory. The latter makes possible a lattice estimate of $\Lambda_{\rm QCD}$. We conclude by presenting our preliminary results on the running coupling defined from the ghost-gluon vertex.
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Vacuum Structure and Confinement
