Noncommutative geometry adds a Planck-scale parameter Θ to Schwarzschild-AdS black hole thermodynamics, producing van der Waals fluid behavior and phase transitions while preserving the first law.
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Non-commutative geometry and thermodynamics of the Schwarzschild-AdS black hole
Noncommutative geometry adds a Planck-scale parameter Θ to Schwarzschild-AdS black hole thermodynamics, producing van der Waals fluid behavior and phase transitions while preserving the first law.