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Abstract. We investigate the security of a public-key encryption scheme, the Indeterminate Equation Cryptosystem (IEC), introduced by Akiyama, Goto, Okumura, Takagi, Nuida, and Hanaoka at SAC 2017 as ...
In this paper, we propose a post-quantum public-key encryption scheme whose security depends on a problem arising from a multivariate non-linear indeterminate equation. The security of lattice cryptos...
Recently, Wang (2016) introduced a random linear code based quantum resistant public encryption scheme RLCE which is a variant of McEliece encryption scheme. In this paper, we introduce a revised vers...
LaMacchia, Lauter and Mityagin presented a strong security model for authenticated key agreement, namely the eCK model. They also constructed a protocol, namely the NAXOS protocol, that enjoys a simpl...
Lattice based encryption schemes and linear code based encryption schemes have received extensive attention in recent years since they have been considered as post-quantum candidate encryption scheme...
In threshold public-key encryption, the decryption key is divided into n shares, each one of which is given to a different decryption user in order to avoid single points of failure. In this study, we...
In this paper, we investigate the security of a public-key encryption scheme introduced by Huang, Liu and Yang (HLY) at PKC’12. This new scheme can be provably reduced to the hardness of solving a set...
We show that a recently proposed construction by Rosen and Segev can be used for obtaining the first public key encryption scheme based on the McEliece assumptions which is secure against adaptive c...
Recently, at Crypto 2008, Boneh, Halevi, Hamburg, and Ostrovsky (BHHO) solved the longstanding open problem of "circular encryption," by presenting a public key encryption scheme and proving that it...
A Forward-Secure Public-Key Encryption Scheme
At Eurocrypt 2003, Augot and Finiasz proposed a new public-key encryp- tion scheme based on the polynomial reconstruction problem [1]. The scheme was subse- quently broken in [5], who showed that gi...
We study elliptic curve cryptosystems by first investigating the schemes defined over Zp and show that the scheme is provably secure against adaptive chosen cipher-text attack under the decisional D...
Cryptographic computations are often carried out on insecure devices for which the threat of key exposure represents a serious and realistic concern. In an e ort to mitigate the damage caused by exp...
We describe a cryptanalysis of a public-key encryption scheme based on the polynomial reconstruction problem . Given the public-key and a ciphertext, we recover the corresponding plaintext in polyno...

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