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Prediction techniques for dynamic imaging with online primal-dual methods

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abstract

Online optimisation facilitates the solution of dynamic inverse problems, such as image stabilisation, fluid flow monitoring, and dynamic medical imaging. In this paper, we improve upon previous work on predictive online primal-dual methods on two fronts. Firstly, we provide a more concise analysis that symmetrises previously unsymmetric regret bounds, and relaxes previous restrictive conditions on the dual predictor. Secondly, based on the latter, we develop several improved dual predictors. We numerically demonstrate their efficacy in image stabilisation and dynamic positron emission tomography.

fields

math.OC 1

years

2024 1

verdicts

CONDITIONAL 1

representative citing papers

Online optimisation for dynamic electrical impedance tomography

math.OC · 2024-12-17 · conditional · novelty 7.0

An online primal-dual splitting method with proven regret bounds is applied to real-time electrical impedance tomography, supported by a new proof of second-order differentiability of the Complete Electrode Model solution map.

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  • Online optimisation for dynamic electrical impedance tomography math.OC · 2024-12-17 · conditional · none · ref 14 · internal anchor

    An online primal-dual splitting method with proven regret bounds is applied to real-time electrical impedance tomography, supported by a new proof of second-order differentiability of the Complete Electrode Model solution map.