A new primal-dual splitting algorithm unifies methods for monotone inclusions, handles non-cocoercive operators, reduces dimensionality, and allows larger stepsizes via a single convergence analysis.
V˜ u, A splitting algorithm for dual monotone inclusions involving cocoercive operators, Adv
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Primal-dual splitting for structured composite monotone inclusions with or without cocoercivity
A new primal-dual splitting algorithm unifies methods for monotone inclusions, handles non-cocoercive operators, reduces dimensionality, and allows larger stepsizes via a single convergence analysis.