Existence of L^p optimizers for the Born-Jordan distribution holds for p below 2d/(d-2) and fails above it, with complete resolution of the critical case in d=2.
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On the existence of optimizers for nonlinear time-frequency concentration problems: the Born--Jordan distribution
Existence of L^p optimizers for the Born-Jordan distribution holds for p below 2d/(d-2) and fails above it, with complete resolution of the critical case in d=2.