Add to ORKGAbstract:- We propose a public key cryptosystem based on block upper triangular matrices. This system is a variant of the Discrete Logarithm Problem with elements in a finite group, capable of increasing the difficulty of the problem while maintaining the key size. We also propose a key exchange protocol that guarantees that both parties share a secret element of this group and a digital signature scheme that provides data authenticity and integrity
ElGamal cryptosystem has emerged as one of the most important construction in Public Key Cryptograph...
We present an efficient algorithm to compute a discrete logarithm in a finite nilpotent group, or mo...
Abstract:- We propose a new system that is applicable to public key cryptography. The system is a va...
We propose a public key cryptosystem based on block upper triangular matrices. This system is a vari...
Abstract:- We describe a new public key cryptosystem using block upper triangular matrices with elem...
This work was partially supported by the Spanish grants GV06/018 Abstract:- This paper describes a n...
In classical cryptography, the Hill cipher is a polygraphic substitution cipher based on linear alge...
Abstract:- The system we propose is a mathematical problem with the necessary properties to define p...
Abstract-A new signature scheme is proposed, together with an imple-mentation of the Diffie-Hellman ...
Abstract:- The aim of this paper is to give the new generation of the sets of matrices, which are is...
Abstract. We offer a public key exchange protocol in the spirit of Diffie-Hellman, but we use (small...
We present a new approach to designing public-key cryptosystems, based on covers and logarithmic sig...
In this chapter we introduce the basic building blocks for cryptography based on the discrete logari...
ISBN : 978-0-8218-4037-5International audienceThe purpose of the paper is to give new key agreement ...
The popularity of the Web has created a great marketplace for businesses to sell and showcase their ...
ElGamal cryptosystem has emerged as one of the most important construction in Public Key Cryptograph...
We present an efficient algorithm to compute a discrete logarithm in a finite nilpotent group, or mo...
Abstract:- We propose a new system that is applicable to public key cryptography. The system is a va...
We propose a public key cryptosystem based on block upper triangular matrices. This system is a vari...
Abstract:- We describe a new public key cryptosystem using block upper triangular matrices with elem...
This work was partially supported by the Spanish grants GV06/018 Abstract:- This paper describes a n...
In classical cryptography, the Hill cipher is a polygraphic substitution cipher based on linear alge...
Abstract:- The system we propose is a mathematical problem with the necessary properties to define p...
Abstract-A new signature scheme is proposed, together with an imple-mentation of the Diffie-Hellman ...
Abstract:- The aim of this paper is to give the new generation of the sets of matrices, which are is...
Abstract. We offer a public key exchange protocol in the spirit of Diffie-Hellman, but we use (small...
We present a new approach to designing public-key cryptosystems, based on covers and logarithmic sig...
In this chapter we introduce the basic building blocks for cryptography based on the discrete logari...
ISBN : 978-0-8218-4037-5International audienceThe purpose of the paper is to give new key agreement ...
The popularity of the Web has created a great marketplace for businesses to sell and showcase their ...
ElGamal cryptosystem has emerged as one of the most important construction in Public Key Cryptograph...
We present an efficient algorithm to compute a discrete logarithm in a finite nilpotent group, or mo...
Abstract:- We propose a new system that is applicable to public key cryptography. The system is a va...