A Game-Theoretic Data-Driven Approach for Pseudo-Measurement Generation in Distribution System State Estimation
Kaveh Dehghanpour, Yuxuan Yuan, Zhaoyu Wang, Fankun Bu

TL;DR
This paper introduces a game-theoretic, data-driven method to generate pseudo-measurements for distribution system state estimation, improving accuracy and robustness using parallelized Relevance Vector Machines and seasonal behavioral insights.
Contribution
It presents a novel game-theoretic extension of RVMs for pseudo-measurement generation, enabling scalable, accurate, and robust DSSE with integration of BCSE data.
Findings
Enhanced accuracy of pseudo-measurements through seasonal behavior analysis
Robustness against bad training data samples
Improved DSSE performance with integrated BCSE data
Abstract
In this paper, we present an efficient computational framework with the purpose of generating weighted pseudo-measurements to improve the quality of Distribution System State Estimation (DSSE) and provide observability with Advanced Metering Infrastructure (AMI) against unobservable customers and missing data. The proposed technique is based on a game-theoretic expansion of Relevance Vector Machines (RVM). This platform is able to estimate the customer power consumption data and quantify its uncertainty while reducing the prohibitive computational burden of model training for large AMI datasets. To achieve this objective, the large training set is decomposed and distributed among multiple parallel learning entities. The resulting estimations from the parallel RVMs are then combined using a game-theoretic model based on the idea of repeated games with vector payoff. It is observed that…
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