Thermal Properties of the Klein-Gordon Oscillator in Deformed Space
Different methods used Heisenberg's generalized uncertainty principle (GUP) and the extended uncertainty principle (EUP) that allows the generalization of physical quantities in relativistic or non-relativistic quantum mechanics. In this work, we have treated the problem of the thermal physical properties of the Klein Gordon oscillator in the deformed space within the framework of the minimum length with the generalized uncertainty principle (GUP). This study provides a precise vision of the behavior of particles in the deformed space depending on whether the temperature value is high or low.
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