Diameter of subgradient sequences for o-minimal definable functions is bounded by function variation plus double sums of step sizes, implying convergence under boundedness and 1/k steps.
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On the diameter of subgradient sequences in o-minimal structures
Diameter of subgradient sequences for o-minimal definable functions is bounded by function variation plus double sums of step sizes, implying convergence under boundedness and 1/k steps.