WebOur framework generalizes the works of Brassard and Yung (Crypto’90) and Couveignes (Eprint’06). We provide new definitions for group actions endowed with natural hardness … Web•We show several applications of cryptographic group actions (based on our definitions above) which were not previously known from isogeny-based assumptions. These include smooth projective hashing, dual-mode PKE, two- message statistically sender-private OT, and Naor-Reingold style PRF.
Community Development Block Grant (CBDG) MiPlace
WebJan 25, 2024 · Cryptographic group actions are a relaxation of standard cryptographic groups that have less structure. This lack of structure allows them to be plausibly quantum resistant despite Shor’s algorithm, while still having a number of applications. The most famous example of group actions are built from isogenies on elliptic curves. WebCryptographic group actions have recently attracted much interest owing to their supposed quantum-resistance and to their versatility. Brassard and Yung [11] initiated the study of group actions in cryptography, but it was Cou- ... Among the many applications of CSIDH, we may cite the c IACR 2024. This article is a minor revision of the version ... how many moles are there in 36 g of h2o
Cryptographic Group Actions and Applications - IACR
WebToday, it’s my pleasure to be joined by isogeny-based cryptography researchers Luca de Feo and Hart Montgomery, co-authors of a recent publication titled “Cryptographic Group … WebAug 11, 1990 · Cryptographic group actions have received substantially less attention compared to traditional group-theoretic assumptions. Nonetheless, there have been a small number of works studying... WebIn this work, we propose a new framework based on group actions that enables the easy usage of a variety of isogeny-based assumptions. Our framework generalizes the works … how many moles are there is 30 g of carbon