New asymptotic bounds on F(x(t)) - F(x*) are derived for perturbed inertial ODEs when the objective is convex and satisfies local Łojasiewicz properties.
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Nesterov's acceleration and Polyak's heavy ball method in continuous time: convergence rate analysis under geometric conditions and perturbations
New asymptotic bounds on F(x(t)) - F(x*) are derived for perturbed inertial ODEs when the objective is convex and satisfies local Łojasiewicz properties.