A.1 PyTorchpseudo-codeforMIRA Algorithm1PyTorchpseudo-codeofMIRA

Neural Information Processing Systems 

In this subsection, we derive the necessary and sufficient condition in proposition??. Denote B,K be some natural numbers. We introduce the proposition from [8] that proves geometrical convergence of positive concave mapping. Bycorollary 2, g(v(n);Q) is a concave mapping. Wedonotapplyweightdecayanduse cosine scheduled the learning rate.

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