Model of the N-Quark Potential in SU(N) Gauge Theory using Gauge-String Duality

Abstract

We use gauge-string duality to model the $N$-quark potential in pure Yang-Mills theories. For $SU(3)$, the result agrees remarkably well with lattice simulations. The model smoothly interpolates between almost the $\Delta$-law at small distances and the Y-law at large distances.

5 pages, 4 figures; v2: improved discussion, references added; v3: presentation improved

References in corpus (8)

• Linear Confinement and AdS/QCD
• The Cornell Potential from General Geometries in AdS / QCD
• Some Thermodynamic Aspects of Pure Glue, Fuzzy Bags and Gauge/String Duality
• Some Aspects of Three-Quark Potentials
• AdS-QCD quark-antiquark potential, meson spectrum and tetraquarks
• Three-quark potential and Abelian dominance of confinement in SU(3) QCD
• The Spatial String Tension in the Deconfined Phase of SU(N) Gauge Theory and Gauge/String Duality
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Cited by in corpus (14)

• Some Aspects of Three-Quark Potentials
• Precise determination of the three-quark potential in SU(3) lattice gauge theory
• Remarks on Static Three-Quark Potentials, String Breaking and Gauge/String Duality
• String Breaking, Baryons, Medium, and Gauge/String Duality
• Baryon modes in string breaking from gauge/string duality
• Some Properties of the $QQq$-Quark Potential in String Models
• Studying the potential of QQq at finite temperature in a holographic model
• Towards a Stringy Description for the $Q\bar{Q}q\bar{q}$-Quark System
• Three-quark potential at finite temperature and chemical potential
• $QQqq\bar{q}$ Quark System, Compact Pentaquark, and Gauge/String Duality
• Color screening masses from string models
• Drag force on heavy diquarks and gauge/string duality
• Three-quark potentials in an $SU(3)$ effective Polyakov loop model
• More on Polyakov Loops in the Deconfined Phase and Gauge/String Duality