We consider the quasilinear Schr\”{o}dinger equation
involving a general nonlinearity at critical growth. By using Jeanjean’s
monotonicity trick and the Pohozaev identity, we get the existence
results which generalize an earlier work (Liu and Zhao, Commun. Pure
Appl. Anal. 19: 3429-3444, 2020) about the subcritical case to the
critical case.
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