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Autor:
Thomsen, Daniel Berg, Doikov, Nikita
In this work, we study the iteration complexity of gradient methods minimizing the class of uniformly convex regularized quadratic functions. We prove lower bounds on the functional residual of the form $\Omega(N^{-2p/(p-2)})$, where $p > 2$ is the p
Externí odkaz:
http://arxiv.org/abs/2404.17543
