Guide to Differential Privacy Modifications : a Taxonomy of Variants and Extensions / by Balázs Pejó, Damien Desfontaines
By: Pejó, Balázs, autor
Contributor(s): Desfontaines, Damien, autor
Material type:
E-bookSeries: (SpringerBriefs in Computer Science, 2191-5776).Publisher: Cham : Springer International Publising, 2022Edition: First edition 2022.Description: 1 recurso en línea (VIII, 89 páginas) : 2 ilustraciones.ISBN: 9783030963989.Subject: Seguridad informática
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Madrid Digital Acceso Electrónico (UEM) | Ciencias e Ingeniería | QA76.9.A25 2022 EB (Browse shelf(Opens below)) | Acceso electrónico | eBook.22092289 |
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| QA76.9.A25 2022 EB Cybersecurity of Digital Service Chains : Challenges, Methodologies, and Tools | QA76.9.A25 2022 EB Security and Artificial Intelligence : a Crossdisciplinary Approach | QA76.9.A25 2022 EB Security, Privacy and Data Analytics : Select Proceedings of ISPDA 2021 | QA76.9.A25 2022 EB Guide to Differential Privacy Modifications : a Taxonomy of Variants and Extensions | QA76.9.A25 2022 EB Handbook for CTFers | QA76.9.A25 2022 EB Cyber Security in Intelligent Computing and Communications | QA76.9 .A25 2022 EB Cyber Security, Privacy and Networking : Proceedings of ICSPN 2021 |
1. Introduction -- 2. Differential Privacy -- 3. Quantification of privacy loss -- 4. Neighborhood definition (N) -- 5. Variation of privacy loss (V) -- 6. Background knowledge (B) -- 7. Change in formalism (F) -- 8. Relativization of the knowledge gain (R) -- 9. Computational power (C) -- 10. Summarizing table -- 11. Scope and related work -- 12. Conclusion.
Shortly after it was first introduced in 2006, differential privacy became the flagship data privacy definition. Since then, numerous variants and extensions were proposed to adapt it to different scenarios and attacker models. In this work, we propose a systematic taxonomy of these variants and extensions. We list all data privacy definitions based on differential privacy, and partition them into seven categories, depending on which aspect of the original definition is modified. These categories act like dimensions: Variants from the same category cannot be combined, but variants from different categories can be combined to form new definitions. We also establish a partial ordering of relative strength between these notions by summarizing existing results. Furthermore, we list which of these definitions satisfy some desirable properties, like composition, post-processing, and convexity by either providing a novel proof or collecting existing ones.
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