“…The PnP approach replaces the proximal operators with state-of-the-art denoisers, thus, embodying implicit priors for regularizing inverse problems. This framework has gained great interest due to its success in various applications [70,81,63,43,88,1,82], and it has been extended to other proximal algorithms such as proximal gradient method (PGM) [8,59], approximate message passing (AMP) [58,33,6] and half quadratic splitting [86]. Schemes similar to PnP has been proposed in [28] and [34], where the former is based on the augmented Lagrangian method and the latter relies on the notion of Nash equilibrium.…”