Anamorphic Encryption: New Constructions and Homomorphic Realizations


연구 분야: Cryptography



학회: Annual International Conference on the Theory and Applications of Cryptographic Techniques


초록

The elegant paradigm of Anamorphic Encryption (Persiano et al., Eurocrypt 2022) considers the question of establishing a private communication in a world controlled by a dictator. The challenge is to allow two users, sharing some secret anamorphic key, to exchange covert messages without the dictator noticing, even when the latter has full access to the regular secret keys. Over the last year several works considered this question and proposed constructions, novel extensions and strengthened definitions. In this work we make progress on the study of this primitive in three main directions. First, we show that two general and well established encryption paradigms, namely hybrid encryption and the IBE-to-CCA transform, admit very simple and natural anamorphic extensions. Next, we show that anamorphism, far from being a phenomenon isolated to “basic” encryption schemes, extends also to homomorphic encryption. We show that some existing homomorphic schemes, (and most notably the fully homomorphic one by Gentry, Sahai and Waters) can be made anamorphic, while retaining their homomorphic properties both with respect to the regular and the covert message. Finally we refine the notion of anamorphic encryption by envisioning the possibility of splitting the anamorphic key into an encryption component (that only allows to encrypt covert messages) and a decryption component. This makes possible for a receiver to set up several, independent, covert channels associated with a single covert key.


Author Profile
Dario Catalano

Dipartimento di Matematica e Informatica Università di Catania Catania Italy

Italy
Author Profile
Emanuele Giunta

IMDEA Software Institute Madrid Spain

Spain
Author Profile
Francesco Migliaro

Universidad Politecnica de Madrid Madrid Spain

Germany

📄 논문 정보

발행 연도 2024년
인용수 0
출판 국가 Spain, Germany, Italy
사이트 Springer
좋아요 수 0

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