Harry Halpin (Nym Technologies)

With the ascendance of artificial intelligence (AI), one of the largest problems facing privacy-enhancing technologies (PETs) is how they can successfully counter-act the large-scale surveillance that is required for the collection of data–and metadata–necessary for the training of AI models. While there has been a flurry of research into the foundations of AI, the field of privacy-enhancing technologies still appears to be a grabbag of techniques without an overarching theoretical foundation. However, we will point to the potential unification of AI and PETS via the concepts of signal and noise, as formalized by informationtheoretic metrics like entropy. We overview the concept of entropy (“noise”) and its applications in both AI and PETs. For example, mixnets can be thought of as noise-generating networks, and so the inverse of neural networks. Then we defend the use of entropy as a metric to compare both different PETs, as well as both PETs and AI systems.

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AI-Assisted RF Fingerprinting for Identification of User Devices in...

Aishwarya Jawne (Center for Connected Autonomy & AI, Florida Atlantic University), Georgios Sklivanitis (Center for Connected Autonomy & AI, Florida Atlantic University), Dimitris A. Pados (Center for Connected Autonomy & AI, Florida Atlantic University), Elizabeth Serena Bentley (Air Force Research Laboratory)

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CASPR: Context-Aware Security Policy Recommendation

Lifang Xiao (Institute of Information Engineering, Chinese Academy of Sciences), Hanyu Wang (Institute of Information Engineering, Chinese Academy of Sciences), Aimin Yu (Institute of Information Engineering, Chinese Academy of Sciences), Lixin Zhao (Institute of Information Engineering, Chinese Academy of Sciences), Dan Meng (Institute of Information Engineering, Chinese Academy of Sciences)

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Evaluating the Strength and Availability of Multilingual Passphrase Authentication

Chi-en Amy Tai (University of Waterloo), Urs Hengartner (University of Waterloo), Alexander Wong (University of Waterloo)

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