A q-deformed evolution operator derived from Tsallis' distribution generates a time-dependent Schrödinger equation whose Gaussian wave packet dynamics deviates from standard quantum mechanics at second order in the deformation parameter.
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A new time-dependent quantum theory based on Tsallis' distribution
A q-deformed evolution operator derived from Tsallis' distribution generates a time-dependent Schrödinger equation whose Gaussian wave packet dynamics deviates from standard quantum mechanics at second order in the deformation parameter.