Springer International Publishing AG 2016.Digital Signature Algorithm (DSA) involves modular exponentiation, of a public and known base by a random one-time exponent. In order to speed-up this operation, well-known methods take advantage of the memorization of base powers. However, due to the cost of the memory, to its small size and to the latency of access, previous research sought for minimization of the storage. In this paper, taking into account the modern processor features and the growing size of the cache memory, we improve the storage/efficiency trade-off, by using a RNS Digit exponent representation. We then propose algorithms for modular exponentiation. The storage is lower for equivalent complexities for modular exponentiation c...
© Springer-Verlag Berlin Heidelberg 1994. Three modular reduction algorithms for large integers are ...
Modular arithmetic is fundamental to several public-key cryptography systems such as the RSA encrypt...
We describe a residue number system (RNS) implementation of the 192-bit elliptic curve digital signa...
Digital signature algorithm (DSA) (resp. ECDSA) involves modular exponentiation (resp. scalar multip...
Modular exponentiation is core to today’s main stream public key cryptographic systems. In this arti...
2017 IEEE. The leak resistant arithmetic in RNS was introduced in 2004 to randomize RSA modular expo...
The article proposes new digital signature schemes based on difficulty of simultaneous solving integ...
In many computation problem, the modular exponentiation is a common operation for scrambling secret ...
In most currently used public-key cryptographic systems, including those based on the difficulty to ...
Modular exponentiation is an essential operation for many asymmetric key cryptosystems such as RSA i...
Using modular exponentiation as an application, we engineered on FPGA fabric and analyzed the first ...
Using modular exponentiation as an application, we engineered on FPGA fabric and analyzed the first ...
In this paper, a new efficient VLSI architecture to compute modular exponentiation and modular multi...
RSA is a commonly used asymmetric key cryptosystem that is used in encrypting and signing messages. ...
International audienceThe hardware implementation of modular expo-nentiation for very large integers...
© Springer-Verlag Berlin Heidelberg 1994. Three modular reduction algorithms for large integers are ...
Modular arithmetic is fundamental to several public-key cryptography systems such as the RSA encrypt...
We describe a residue number system (RNS) implementation of the 192-bit elliptic curve digital signa...
Digital signature algorithm (DSA) (resp. ECDSA) involves modular exponentiation (resp. scalar multip...
Modular exponentiation is core to today’s main stream public key cryptographic systems. In this arti...
2017 IEEE. The leak resistant arithmetic in RNS was introduced in 2004 to randomize RSA modular expo...
The article proposes new digital signature schemes based on difficulty of simultaneous solving integ...
In many computation problem, the modular exponentiation is a common operation for scrambling secret ...
In most currently used public-key cryptographic systems, including those based on the difficulty to ...
Modular exponentiation is an essential operation for many asymmetric key cryptosystems such as RSA i...
Using modular exponentiation as an application, we engineered on FPGA fabric and analyzed the first ...
Using modular exponentiation as an application, we engineered on FPGA fabric and analyzed the first ...
In this paper, a new efficient VLSI architecture to compute modular exponentiation and modular multi...
RSA is a commonly used asymmetric key cryptosystem that is used in encrypting and signing messages. ...
International audienceThe hardware implementation of modular expo-nentiation for very large integers...
© Springer-Verlag Berlin Heidelberg 1994. Three modular reduction algorithms for large integers are ...
Modular arithmetic is fundamental to several public-key cryptography systems such as the RSA encrypt...
We describe a residue number system (RNS) implementation of the 192-bit elliptic curve digital signa...