Abstract We provide a second-order energy expansion for a gas of N bosonic particles with three-body interactions in the Gross-Pitaevskii regime. We especially confirm a conjecture by Nam, Ricaud, and Triay in 25, where they predict the subleading term in the asymptotic expansion of the ground state energy to be of the order N. In addition, we show that low-energy states satisfy Bose-Einstein condensation with a rate of the order N^- {34}.
Morris Brooks (Wed,) studied this question.
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