DME is a multivariate public key cryptosystem based on the composition of linear and exponential maps that allow the polynomials of the public key to be of a very high degree. A previous version of DME was presented to the NIST call (in the KEM category). The new version of DME adds one or two extra rounds of exponentials to the original two rounds. With this setting the composition gives a deterministic trapdoor one way permutation, which can be combined with an OAEP padding scheme for KEM and PSS00 for signature. In this paper we give the SUPERCOP timing of DME-OAEP and DME-PSS00 for three and four exponentials and compare them with NIST finalists. For NIST security level 5 the size of ciphertext and signature is only 64 bytes
This thesis presents new results addressing three fundamental areas of cryptography: security notion...
We present here new multivariate schemes that can be seen as HFE generalization having a property ca...
Let n stands for the length of digital signatures with quadratic multivariate public rule in n varia...
DME is a multivariate public key cryptosystem based on the composition of linear and exponential map...
Multivariate cryptography studies applications of endomorphisms of K[x_1, x_2, …, x_n] where K is ...
This thesis gives an overview of Multivariate Quadratic polynomial equations and their use in public...
Multivariate cryptography studies applications of endomorphisms of K[x_1, x_2, …, x_n] where K is ...
Multi-HFE (Chen et al., 2009) is one of cryptosystems whose public key is a set of multivariate quad...
In this paper, we first present a new class of code based public key cryptosystem(PKC) based on Reed...
International audienceIn this paper we propose a new approach to investigate the security of the McE...
In this paper, we present two new perturbations for the design of multivariate schemes that we call ...
The intersection of Non-commutative and Multivariate cryptography contains studies of cryptograp...
At PQCrypto 2021, Smith-Tone proposed a new modifier, called ``Q\u27\u27, to construct a fast multiv...
Cryptographic primitives from coding theory are some of the most promising candidates for NIST's Pos...
We present a new public-key ABE for DFA based on the LWE assumption, achieving security against coll...
This thesis presents new results addressing three fundamental areas of cryptography: security notion...
We present here new multivariate schemes that can be seen as HFE generalization having a property ca...
Let n stands for the length of digital signatures with quadratic multivariate public rule in n varia...
DME is a multivariate public key cryptosystem based on the composition of linear and exponential map...
Multivariate cryptography studies applications of endomorphisms of K[x_1, x_2, …, x_n] where K is ...
This thesis gives an overview of Multivariate Quadratic polynomial equations and their use in public...
Multivariate cryptography studies applications of endomorphisms of K[x_1, x_2, …, x_n] where K is ...
Multi-HFE (Chen et al., 2009) is one of cryptosystems whose public key is a set of multivariate quad...
In this paper, we first present a new class of code based public key cryptosystem(PKC) based on Reed...
International audienceIn this paper we propose a new approach to investigate the security of the McE...
In this paper, we present two new perturbations for the design of multivariate schemes that we call ...
The intersection of Non-commutative and Multivariate cryptography contains studies of cryptograp...
At PQCrypto 2021, Smith-Tone proposed a new modifier, called ``Q\u27\u27, to construct a fast multiv...
Cryptographic primitives from coding theory are some of the most promising candidates for NIST's Pos...
We present a new public-key ABE for DFA based on the LWE assumption, achieving security against coll...
This thesis presents new results addressing three fundamental areas of cryptography: security notion...
We present here new multivariate schemes that can be seen as HFE generalization having a property ca...
Let n stands for the length of digital signatures with quadratic multivariate public rule in n varia...