Add to ORKGAbstract. The most recent left-to-right and right-to-left multibase exp-onentiation methods are compared for elliptic curve and modular residue groups to gauge the value and cost of switching from the normal left-to-right mode to the more side channel resistant right-to-left direction in a resource constrained environment. Key Words. Scalar multiplication, exponentiation, addition chain.
Embedded exponentiation techniques have become a key concern for security and efficiency in hardware d...
We address several algorithms to perform a double-scalar multiplication on an elliptic curve. All th...
Abstract. Embedded exponentiation techniques have become a key concern for security and efficiency i...
Hitherto the duality between left-to-right and right-to-left exponentiation algorithms has been a lo...
We present two left-to-right integer recodings which can be used to perform scalar multiplication w...
Abstract. We present two left-to-right integer recodings which can be used to perform scalar multipl...
Abstract. This paper compares different approaches for computing power products � 1≤i≤k ge i i in co...
1 Window Methods An operation fundamental to elliptic curve cryptography is scalar multiplication;th...
The most common method for computing exponentiation of random elements in Abelian groups are slidin...
In this lecture, we discuss exponentiation and several exponentiation algorithms. We also give a bri...
The major building block of most elliptic curve cryptosystems are computation of multi-scalar multip...
Abstract. This paper extends results concerning efficient exponentiation in groups where inversion i...
Abstract. This papers introduces several binary scalar multiplication algorithms with applications t...
2017 IEEE. The leak resistant arithmetic in RNS was introduced in 2004 to randomize RSA modular expo...
This paper introduces simple methods to convert a cryptographic algorithm into an algorithm protecte...
Embedded exponentiation techniques have become a key concern for security and efficiency in hardware d...
We address several algorithms to perform a double-scalar multiplication on an elliptic curve. All th...
Abstract. Embedded exponentiation techniques have become a key concern for security and efficiency i...
Hitherto the duality between left-to-right and right-to-left exponentiation algorithms has been a lo...
We present two left-to-right integer recodings which can be used to perform scalar multiplication w...
Abstract. We present two left-to-right integer recodings which can be used to perform scalar multipl...
Abstract. This paper compares different approaches for computing power products � 1≤i≤k ge i i in co...
1 Window Methods An operation fundamental to elliptic curve cryptography is scalar multiplication;th...
The most common method for computing exponentiation of random elements in Abelian groups are slidin...
In this lecture, we discuss exponentiation and several exponentiation algorithms. We also give a bri...
The major building block of most elliptic curve cryptosystems are computation of multi-scalar multip...
Abstract. This paper extends results concerning efficient exponentiation in groups where inversion i...
Abstract. This papers introduces several binary scalar multiplication algorithms with applications t...
2017 IEEE. The leak resistant arithmetic in RNS was introduced in 2004 to randomize RSA modular expo...
This paper introduces simple methods to convert a cryptographic algorithm into an algorithm protecte...
Embedded exponentiation techniques have become a key concern for security and efficiency in hardware d...
We address several algorithms to perform a double-scalar multiplication on an elliptic curve. All th...
Abstract. Embedded exponentiation techniques have become a key concern for security and efficiency i...