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Generalized Uncertainty Principle Corrections to Quark-Gluon Plasma Thermodynamics

How a minimal-length deformation of quantum mechanics (the Linear-Quadratic Generalized Uncertainty Principle) modifies the equation of state of an ideal quark-gluon plasma. Derives GUP-corrected pressure, energy density, entropy, speed of sound, and bulk viscosity from a deformed grand-canonical partition function, and applies them to the early universe's temperature evolution.

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Thermodynamic properties of an ideal Quark-Gluon plasma under quantum gravitational eﬀects Djamel

This paper computes how a minimal-length correction to quantum mechanics modifies the thermodynamics of a quark-gluon plasma (QGP) - the deconfined phase of quarks and gluons that filled the universe…