Data-Driven Learning-Based Optimization for Distribution System State Estimation
Ahmed S. Zamzam, Xiao Fu, Nicholas D. Sidiropoulos

TL;DR
This paper introduces a hybrid approach combining machine learning and optimization to improve distribution system state estimation by learning effective initializations for Gauss-Newton, resulting in better accuracy and efficiency.
Contribution
It proposes a neural network-based initialization method for Gauss-Newton in DSSE, enhancing stability, accuracy, and runtime over traditional methods.
Findings
Neural network initialization improves convergence of Gauss-Newton.
Hybrid approach outperforms conventional optimization in accuracy and speed.
Training cost function design further enhances DSSE performance.
Abstract
Distribution system state estimation (DSSE) is a core task for monitoring and control of distribution networks. Widely used algorithms such as Gauss-Netwon perform poorly with the limited number of measurements typically available for DSSE, often require many iterations to obtain reasonable results, and sometimes fail to converge. DSSE is a non-convex problem, and working with a limited number of measurements further aggravate the situation, as indeterminacy induces multiple global (in addition to local) minima. Gauss-Newton is also known to be sensitive to initialization. Hence, the situation is far from ideal. It is therefore natural to ask if there is a smart way of initializing Gauss-Newton that will avoid these DSSE-specific pitfalls. This paper proposes using historical or simulation-derived data to train a shallow neural network to `learn to initialize' -- that is, map the…
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