Abstract
The multi-dimensional q-deformed bosonic Newton oscillator algebra with U(d)-symmetry is considered. The high- and low-temperature thermostatistical properties of a gas of the q-deformed bosonic Newton oscillators are obtained in the thermodynamical limit. It is shown that the Bose–Einstein condensation occurs in such a gas for values of the real deformation parameter q smaller than 1. However, the ordinary boson gas results can be recovered in the limit q = 1.
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