In today\u27s digital age of conducting large portions of daily life over the Internet, privacy in communication is challenged extremely frequently and confidential information has become a valuable commodity. Even with the use of commonly employed encryption practices, private information is often revealed to attackers. This issue motivates the discussion of cryptology, the study of confidential transmissions over insecure channels, which is divided into two branches of cryptography and cryptanalysis. In this paper, we will first develop a foundation to understand cryptography and send confidential transmissions among mutual parties. Next, we will provide an expository analysis of elliptic curves and then utilize them to strengthen our cry...
Elliptic curves have found widespread use in number theory and applications thereof, such as cryptog...
This thesis is a basic overview of elliptic curves and their applications to Cryptography. We begin ...
In the paper presents the mathematics of elliptic curves. As well as the derivation of addition form...
Protecting information that is being communicated between two parties overunsecured channels is of h...
Elliptic curves (EC) are widely studied due to their mathematical and cryptographic properties. Cryp...
The crux of elliptic curve cryptography, a popular mechanism for securing data, is an asymmetric pro...
In cryptography, encryption is the process of encoding messages in such a way that only authorized p...
Since the earliest times, individuals and groups of individuals have been interested in communicatin...
The idea of information security lead to the evolution of cryptography. In other words, cryptography...
Elliptic Curve Cryptography (ECC) is a branch of public-key cryptography based on the arithmetic of ...
Cryptography is an evolving field that research into discreet mathematical equation that is represen...
<p>- Cryptography is the technique of transforming an intelligible message into unintelligible forma...
This paper introduces "hyper-and-elliptic-curve cryptography", in which a single high-security group...
Elliptic curve cryptography or ECC is a public-key cryptosystem. This paper introduces ECC and descr...
In cryptography, the aim is to achieve security through encryption and this involves transforming a ...
Elliptic curves have found widespread use in number theory and applications thereof, such as cryptog...
This thesis is a basic overview of elliptic curves and their applications to Cryptography. We begin ...
In the paper presents the mathematics of elliptic curves. As well as the derivation of addition form...
Protecting information that is being communicated between two parties overunsecured channels is of h...
Elliptic curves (EC) are widely studied due to their mathematical and cryptographic properties. Cryp...
The crux of elliptic curve cryptography, a popular mechanism for securing data, is an asymmetric pro...
In cryptography, encryption is the process of encoding messages in such a way that only authorized p...
Since the earliest times, individuals and groups of individuals have been interested in communicatin...
The idea of information security lead to the evolution of cryptography. In other words, cryptography...
Elliptic Curve Cryptography (ECC) is a branch of public-key cryptography based on the arithmetic of ...
Cryptography is an evolving field that research into discreet mathematical equation that is represen...
<p>- Cryptography is the technique of transforming an intelligible message into unintelligible forma...
This paper introduces "hyper-and-elliptic-curve cryptography", in which a single high-security group...
Elliptic curve cryptography or ECC is a public-key cryptosystem. This paper introduces ECC and descr...
In cryptography, the aim is to achieve security through encryption and this involves transforming a ...
Elliptic curves have found widespread use in number theory and applications thereof, such as cryptog...
This thesis is a basic overview of elliptic curves and their applications to Cryptography. We begin ...
In the paper presents the mathematics of elliptic curves. As well as the derivation of addition form...