D0-D4 system and QCD_{3+1}

Abstract

We consider a $(3+1)$-dimensional QCD model using a dual supergravity description with a non-extremal $D0$-$D4$ brane background. We calculate the spectrum of glueball masses and Wilson loops in the background. The mass spectrum is shown to coincide with one in non-extremal $D4$-brane systems, and an area low of spatial Wilson loops is established. We show that there is a region that Kaluza-Klein modes of the Euclidean time direction are decoupled without decoupling glueball masses.

10 pages, REVTeX; typos corrected

References in corpus (9)

• Coupling Constant Dependence in the Thermodynamics of N=4 Supersymmetric Yang-Mills Theory
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• Three-body force for baryons from the D0-D4/D8 matrix model
• D1/D5 system and Wilson Loops in (Non-)commutative Gauge Theories
• Sound waves in the compactified D0-D4 brane system
• The theta-dependent Yang-Mills theory at finite temperature in a holographic description
• Holographic three flavor baryon in the Witten-Sakai-Sugimoto model with the D0-D4 background
• Holographic Schwinger effect in the confining background with D-instanton
• The worldvolume fermion as baryon in holographic QCD with instanton