HIGHLIGHTS
- who: (Received et al. from the DepartmentUniversity of Virginia, Charlottesville, Virginia, USA have published the paper: Q-balls in polynomial potentials, in the Journal: (JOURNAL) of 13/01/2023
- what: The authors provide analytical approximations, including the thin- and thick-wall limits, and compare them to numerical solutions. In Fig 2, the authors compare the prediction from Eq with numerical results1 for several n and find excellent agreement even for u03ba as large as [13,14,16,26] (see Sec IV for details), here the authors show numerically that the Q-balls are also stable . . .
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