Renyi entropy of the infinite well potential in momentum space and Dirichlet-like trigonometric functionals
classification
🪐 quant-ph
keywords
dirichlet-likeinfinitemomentumpotentialtrigonometricwellassociatedcalculations
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The momentum entropic moments and R\'enyi entropies of a one-dimensional particle in an infinite well potential are found by means of explicit calculations of some Dirichlet-like trigonometric integrals. The associated spreading lengths and quantum uncertainty-like sums are also provided.
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