Binding energy of homogeneous Bose gas
classification
🧮 math-ph
math.MP
keywords
energyhomogeneousparticleallowsapproximationbecomesbindingbogoliubov
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We compute the energy needed to add or remove one particle from a homogeneous system of $N$ bosons on a torus. We focus on the mean-field limit when $N$ becomes large and the strength of particle interactions is proportional to $N^{-1}$, which allows us to justify Bogoliubov's approximation.
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