Abstract. This paper describes methods of recoding exponents to allow for regular implementations of m-ary exponentiation algorithms. Recod-ing algorithms previously proposed in the literature do not lend them-selves to being implemented in a regular manner, which is required if the implementation needs to resist side-channel attacks based on simple power analysis. The advantage of the algorithms proposed in this paper over previous work is that the recoding can be readily implemented in a regular manner. Recoding algorithms are proposed for exponentiation algorithms that use both signed and unsigned exponent digits
In this lecture, we discuss exponentiation and several exponentiation algorithms. We also give a bri...
Modular exponentiation is core to today’s main stream public key cryptographic systems. In this arti...
AbstractThis paper introduces the Cardinalised Binary Representation (CBR) of integers. A family of ...
AbstractThe canonical bit recoding technique can be used to reduce the average number of multiplicat...
In many computation problem, the modular exponentiation is a common operation for scrambling secret ...
Embedded exponentiation techniques have become a key concern for security and efficiency in hardware d...
Abstract. Embedded exponentiation techniques have become a key concern for security and efficiency i...
© Springer-Verlag Berlin Heidelberg 1994. Three modular reduction algorithms for large integers are ...
A series of algorithms for evaluation of multi-exponentiation are proposed based on the binary great...
RSA is a commonly used asymmetric key cryptosystem that is used in encrypting and signing messages. ...
We present protocols for speeding up fixed-base exponentiation and variable-base exponentiation usin...
Simple power analysis (SPA) attacks are widely used against several cryptosystems, principally again...
In order to prevent the SPA (Simple Power Analysis) attack against modular exponentiation algorithms...
Introduction and background: The basic integer arithmetic operations of addition=subtraction, multip...
AbstractThe m-ary method for computing xE partitions the bits of the integer E into words of constan...
In this lecture, we discuss exponentiation and several exponentiation algorithms. We also give a bri...
Modular exponentiation is core to today’s main stream public key cryptographic systems. In this arti...
AbstractThis paper introduces the Cardinalised Binary Representation (CBR) of integers. A family of ...
AbstractThe canonical bit recoding technique can be used to reduce the average number of multiplicat...
In many computation problem, the modular exponentiation is a common operation for scrambling secret ...
Embedded exponentiation techniques have become a key concern for security and efficiency in hardware d...
Abstract. Embedded exponentiation techniques have become a key concern for security and efficiency i...
© Springer-Verlag Berlin Heidelberg 1994. Three modular reduction algorithms for large integers are ...
A series of algorithms for evaluation of multi-exponentiation are proposed based on the binary great...
RSA is a commonly used asymmetric key cryptosystem that is used in encrypting and signing messages. ...
We present protocols for speeding up fixed-base exponentiation and variable-base exponentiation usin...
Simple power analysis (SPA) attacks are widely used against several cryptosystems, principally again...
In order to prevent the SPA (Simple Power Analysis) attack against modular exponentiation algorithms...
Introduction and background: The basic integer arithmetic operations of addition=subtraction, multip...
AbstractThe m-ary method for computing xE partitions the bits of the integer E into words of constan...
In this lecture, we discuss exponentiation and several exponentiation algorithms. We also give a bri...
Modular exponentiation is core to today’s main stream public key cryptographic systems. In this arti...
AbstractThis paper introduces the Cardinalised Binary Representation (CBR) of integers. A family of ...