Information-entropic analysis of Korteweg--de Vries solitons in the quark-gluon plasma

Abstract

Solitary waves propagation of baryonic density perturbations, ruled by the Korteweg--de Vries equation in a mean-field quark-gluon plasma model, are investigated from the point of view of the theory of information. A recently proposed continuous logarithmic measure of information, called configurational entropy, is used to derive the soliton width, defining the pulse, for which the informational content of the soliton spatial profile is more compressed, in the Shannon's sense.

6 pages, 1 figure

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Cited by in corpus (13)

• AdS/QCD duality and the quarkonia holographic information entropy
• Pion family in AdS/QCD: the next generation from configurational entropy
• Information in AdS/QCD: mass spectroscopy of isovector mesons
• Nuclear configurational entropy of the energy-energy correlation in $e^{+}{e}^{-}$ annihilation processes
• Hadron multiplicity calculation: a configurational entropy approach to the saturation scale in QCD
• The 7% Rule: A Maximum Entropy Prediction on New Decays of the Higgs Boson
• Transport coefficients in AdS/CFT and quantum gravity corrections due to a functional measure
• Configurational entropy and spectroscopy of pomeron resonances in dynamical AdS/QCD
• Shannon information entropy, soliton clusters and Bose-Einstein condensation in log gravity
• Configurational Entropy of Optical Bright Similariton in Tapered Graded-Index Waveguide
• Confinement/deconfinement at low temperatures and rotation in the exact soft wall model
• Configurational entropy and the $N^{\ast }(1440)$ Roper resonance in QCD
• Phase transitions at high and low densities for a rotating QCD matter from holography