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A Zero Trust Framework for Realization and Defense Against Generative AI Attacks in Power Grid

Munir, Md. Shirajum, Proddatoori, Sravanthi, Muralidhara, Manjushree, Saad, Walid, Han, Zhu, Shetty, Sachin

arXiv.org Artificial Intelligence

Understanding the potential of generative AI (GenAI)-based attacks on the power grid is a fundamental challenge that must be addressed in order to protect the power grid by realizing and validating risk in new attack vectors. In this paper, a novel zero trust framework for a power grid supply chain (PGSC) is proposed. This framework facilitates early detection of potential GenAI-driven attack vectors (e.g., replay and protocol-type attacks), assessment of tail risk-based stability measures, and mitigation of such threats. First, a new zero trust system model of PGSC is designed and formulated as a zero-trust problem that seeks to guarantee for a stable PGSC by realizing and defending against GenAI-driven cyber attacks. Second, in which a domain-specific generative adversarial networks (GAN)-based attack generation mechanism is developed to create a new vulnerability cyberspace for further understanding that threat. Third, tail-based risk realization metrics are developed and implemented for quantifying the extreme risk of a potential attack while leveraging a trust measurement approach for continuous validation. Fourth, an ensemble learning-based bootstrap aggregation scheme is devised to detect the attacks that are generating synthetic identities with convincing user and distributed energy resources device profiles. Experimental results show the efficacy of the proposed zero trust framework that achieves an accuracy of 95.7% on attack vector generation, a risk measure of 9.61% for a 95% stable PGSC, and a 99% confidence in defense against GenAI-driven attack.


Inference in Kingman's Coalescent with Particle Markov Chain Monte Carlo Method

Chen, Yifei, Xie, Xiaohui

arXiv.org Machine Learning

March 22, 2018 Abstract We propose a new algorithm to do posterior sampling of Kingman's coalescent, based upon the Particle Markov Chain Monte Carlo methodology. Specifically, the algorithm is an instantiation of the Particle Gibbs Sampling method, which alternately samples coalescent times conditioned on coalescent tree structures, and tree structures conditioned on coalescent times via the conditional Sequential Monte Carlo procedure. We implement our algorithm as a C package, and demonstrate its utility via a parameter estimation task in population genetics on both single-and multiple-locus data. The experiment results show that the proposed algorithm performs comparable to or better than several well-developed methods. 1 Introduction Data shows hierarchical structure in many domains. For example, computer vision problems often involve hierarchical representation of images [Lee et al., 2009]. In text mining, documents can be modeled as hierarchical generative processes [Blei et al., 2003, Teh et al., 2006]. Algorithms that can effectively deal with hierarchical structure play an important role in uncovering the intrinsic structures of data.