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Quantum chromodynamics

Color glass condensate

The quark and gluon content of a hadron, and more generally of a nucleus, depends on its energy. When the hadron moves close to the speed of light, virtual quarks and gluons, collectively called partons, are emitted for a short period of time. Furthermore, the special theory of relativity predicts that the size of a particle is contracted  along the direction of its motion. Therefore the high energy snapshot of the hadron looks like a thin disk and partons are confined to living in a thin surface, making the hadron a very dense object. This is the phenomenon of parton saturation and it has been customary to call this hadron state a Color Glass Condensate (CGC). Color because of the charge of the nuclear force. Glass because the slower moving partons live a shorter time than their parent ones and the presence of two times scales is a feature of normal glass. Condensate because the hadron is dense.
The CGC reflects very non-trivial dynamics of QCD and at ECT* (Dionysis Triantafyllopoulos and Guillaume Clement Beuf ) we are involved in the improvement and the qualitative and quantitative predictions of this effective theory, since they can be tested in, for example, proton-lead collisions at the LHC at CERN. Furthermore we are interested in seeing to what extent the CGC can describe the initial stages of ultra-relativistic lead-lead collisions, where thousands of quarks and gluons are liberated and are expected to form a Quark Gluon Plasma. 

Schwinger-Dyson equations

When quantum corrections are taken into account, the equations for the field correlators of QCD are described by an infinite set of coupled non-linear integral equations: the so-called Schwinger-Dyson equations (SDEs). These equations are fully nonperturbative, and, if solved, would give access to the physics content of the theory in all kinematic regimes. However, solving the full hierarchy of equations for specific correlators is currently beyond our computation capabilities, and one need to resort to judicious truncation schemes which preserves the symmetries of the theory.

At ECT* (Daniele Binosi) we have developed a novel truncation scheme allowing us to solve the SDE of the gluon two-point correlator. The solutions obtained  reproduce  correctly the infrared properties predicted by lattice simulations,  in particular the infrared saturation to a non-zero finite value. This latter property would seem to indicate that the gluon acquires dynamically a (momentum dependent) mass, and the plethora of phenomena related to this discovery is currently investigated.

In addition (Maria Gomez Rocha) we combine the SDEs with the Bethe-Salpeter equation to study the spectra of mesons. Specifically, we systematically investigate the effects of a dressed quark-gluon vertex in heavy-light mesons, quantifying corrections beyond the phenomenologically successful rainbow-ladder truncation.