For fifth-order modified KdV type equations on the torus, the paper proves unconditional local well-posedness in H^s for s >= 3/2, including non-integrable cases, and global well-posedness in H^2 when alpha = beta = 0.
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Cancellation properties and unconditional well-posedness for fifth order modified KdV type equations with periodic boundary conditions
For fifth-order modified KdV type equations on the torus, the paper proves unconditional local well-posedness in H^s for s >= 3/2, including non-integrable cases, and global well-posedness in H^2 when alpha = beta = 0.