FHE: End-to-End Encryption for Everyone (Keynote
Abstract)
Marc Joye1
1
     Zama, Paris, France

Keywords
Cybersecurity, Cryptography, Homomorphic Encryption




Topic
First posed as a challenge in 1978 by Rivest et al., fully homomorphic encryption
(FHE)—the ability to evaluate any function over encrypted data—was only solved in 2009
in a breakthrough result by Gentry (Commun. ACM, 2010). After a decade of intense
research, practical solutions have emerged and are being pushed for standardization.
This talk reviews the basics behind FHE and discusses applications thereof based on the
Concrete framework.


Biography
Marc Joye is a cryptographer and security technologist, and the Chief Scientist at
Zama. He has been active in the field of cryptography for more than 25 years, from
low-level implementations up to protocol design. He is a co-inventor of the ACJT group
signature scheme and of the Joye-Libert homomorphic encryption scheme. Prior to Zama,
Marc worked in a number of security companies, including as a Research Scientist at
OneSpan, as a Fellow and Security Technologist at NXP Semiconductors, as a Fellow
and Distinguished Scientist at Technicolor, and as a Scientific Expert at Gemalto. He
has co-authored over 170 scientific papers, has more than 11,000 citations, and has filed
more than 140 patent families. Marc holds a PhD in Cryptography from UCLouvain and
is a member of the IACR.




C&ESAR’22: Computer & Electronics Security Application Rendezvous, Nov. 15-16, 2022, Rennes,
France
url: https://www.linkedin.com/in/marcjoye (M. Joye)
                                       © 2022 Copyright for this paper by its authors. Use permitted under Creative Commons License Attribution 4.0 Interna-
                                       tional (CC BY 4.0).
    CEUR
    Workshop
    Proceedings
                  http://ceur-ws.org
                  ISSN 1613-0073
                                       CEUR Workshop Proceedings (CEUR-WS.org)




Proceedings of the 29th C&ESAR (2022)                                                                                                                  11