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Shahin Shahrampour

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#machine learning Preprint Sep 2026

Curvature-Independent Regret Bounds for Distributed Online Optimization on Hadamard Manifolds

This work establishes the first curvature-independent regret guarantees for decentralized online optimization on Hadamard manifolds, and studies Distributed Riemannian Online Gradient Descent, which combines local Riemannian h-subgradient updates with an implicit Fr\'echet-mean consensus.

Zhan-Yuan Cai, Emre Sahinoglu, Shahin Shahrampour · 0 citations

Theoretical Analysis of Measure Consistency Regularization for Partially Observed Data

This paper offers theoretical insights into when MCR yields a more favorable finite-sample estimation-error upper bound, viewed through the lens of neural network distance, and proposes a novel practical diagnostic that leverages the duality gap and a calibrated drift estimator to infer the potential benefit of MCR tra...

Yinsong Wang, Shahin Shahrampour · 0 citations

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