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In recent years public key cryptographic systems have been improved by lengthening the factored numbers used in the formula.
The modern world's online commerce system rests entirely on the secrecy afforded by the public key cryptographic infrastructure.
The enciphering algorithm is the Rabin public key cryptographic algorithm.
Bit commitment is a key cryptographic protocol that can be used as a subroutine in a variety of important cryptographic tasks.
RSA Cryptography is a well-known example of public key cryptographic algorithms that involves robust encryption/decryption processes.
Tsujii and Itoh [21] also proposed an identity-based cryptographic scheme using the DLP with single discrete exponent which uses the ElGamal [22] public key cryptographic scheme.
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In a sense the DES was the logical culmination of a long history of development of single-key cryptographic algorithms, and it is this aspect that has been emphasized in the discussion thus far.
S-boxes constitute a cornerstone component in symmetric-key cryptographic algorithms, such as DES and AES encryption systems.
Algebraic curves over finite fields are being extensively used in the design of public-key cryptographic schemes.
Yet, it is an essential component of several public-key cryptographic algorithms such as elliptic curve cryptography.
The bootstrapping phase is implemented using elliptic-curve public-key cryptographic operations, which have been show to be feasible for resource-constrained sensor nodes [21].
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