Develops an inexact proximal linearization algorithm for composite optimization on manifolds achieving O(ε^{-3}) oracle complexity and convergence to stationary points under KL property assumptions.
Mathematical Program- ming 194(1):371–413
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An inexact variable metric proximal linearization method for composite optimization on manifolds
Develops an inexact proximal linearization algorithm for composite optimization on manifolds achieving O(ε^{-3}) oracle complexity and convergence to stationary points under KL property assumptions.