Several ways to perform data encryption have been found, and one of the functions involved in standard algorithms such as RSA is the modular exponentiation. Basically, the RSA algorithm uses some properties of modular arithmetic to cipher and decipher plain text, with a certain performance dependence on text lengths. The growth in computing capacity has created the need to use robust systems that can perform calculations with significantly large numbers and the formulation of procedures focused on improving the speed to achieve it. One of these is the M-ary algorithm for the execution of the modular exponential function. This paper describes an implementation of this algorithm in reprogrammable hardware (FPGA) to evaluate its performance. T...
RSA algorithm is a cryptographic algorithm that requires repeated modular multiplications of very la...
The main contribution of this paper is to present an efficient hardware algorithm for RSA encryption...
Public-key cryptographic algorithms such as RSA algorithm require modular multiplications of very la...
Several ways to perform data encryption have been found, and one of the functions involved in standa...
This Ph.D. thesis treats the calculation of modular exponentials using very large operands. Through ...
In this paper we present an hardware implementation of the RSA algorithm for public-key cryptography...
In this paper, the hardware implementation of the RSA public-key cryptographic algorithm is presente...
Modular exponentiation is the basis needed to perform RSA encryption and decryption. Execution of 40...
In this paper, a new efficient VLSI architecture to compute modular exponentiation and modular multi...
It is widely recognized that security issues will play a crucial role in the majority of future comp...
International audienceThis paper describes an alternative binary architecture oriented to compute th...
Modular exponentiation is an essential operation for many asymmetric key cryptosystems such as RSA i...
The computational fundament of most public-key cryptosystems is the modular multiplication. Improvin...
AbstractRSA Cryptosystem is considered the first practicable secure algorithm that can be used to pr...
This paper describes basic principles of data protection using the RSA algorithm, as well as algo...
RSA algorithm is a cryptographic algorithm that requires repeated modular multiplications of very la...
The main contribution of this paper is to present an efficient hardware algorithm for RSA encryption...
Public-key cryptographic algorithms such as RSA algorithm require modular multiplications of very la...
Several ways to perform data encryption have been found, and one of the functions involved in standa...
This Ph.D. thesis treats the calculation of modular exponentials using very large operands. Through ...
In this paper we present an hardware implementation of the RSA algorithm for public-key cryptography...
In this paper, the hardware implementation of the RSA public-key cryptographic algorithm is presente...
Modular exponentiation is the basis needed to perform RSA encryption and decryption. Execution of 40...
In this paper, a new efficient VLSI architecture to compute modular exponentiation and modular multi...
It is widely recognized that security issues will play a crucial role in the majority of future comp...
International audienceThis paper describes an alternative binary architecture oriented to compute th...
Modular exponentiation is an essential operation for many asymmetric key cryptosystems such as RSA i...
The computational fundament of most public-key cryptosystems is the modular multiplication. Improvin...
AbstractRSA Cryptosystem is considered the first practicable secure algorithm that can be used to pr...
This paper describes basic principles of data protection using the RSA algorithm, as well as algo...
RSA algorithm is a cryptographic algorithm that requires repeated modular multiplications of very la...
The main contribution of this paper is to present an efficient hardware algorithm for RSA encryption...
Public-key cryptographic algorithms such as RSA algorithm require modular multiplications of very la...