RSA

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Related to RSA cryptosystem: RSA cipher

RSA

 (är′ĕs′ā′)
n.
An algorithm used in public key cryptography, commonly used in various protocols for secure online transmission of data.

[From the initial letters of the surnames of its inventors, Ronald Rivest (born 1947), American cryptographer, Adi Shamir (born 1952), Israeli cryptographer, and Leonard Adleman (born 1945), American computer scientist.]

RSA

abbreviation for
1. (Placename) Republic of South Africa
2. (Art Terms) Royal Scottish Academy
3. (Art Terms) Royal Scottish Academician
4. (Art Terms) Royal Society of Arts
5. (Military) (in New Zealand) Returned Services Association

RSA

Republic of South Africa.
Translations

RSA

[ˌɑːrɛsˈeɪ] n abbr (=Republic of South Africa) → RSA f(= République sud-africaine)
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References in periodicals archive ?
NET of RSA cryptosystem and its internal modules independently using efficient arithmetic operations and robust number theories.
GCD and LCM operations [2] are both essential elementary number theory algorithms that are commonly used in the design of many public key crytoprocessors such as RSA cryptosystem [3] and Schmidt-Samoa cryptosystem [4].
We recall some remarkable results in cryptanalysing on low private exponent RSA in Section 2 after recalling the original RSA cryptosystem.
In the RSA cryptosystem, we can get the private key d and the public key e and n, then the field m of the digital certificate is: r = [(H(m)).
RSA cryptosystem uses a public key and a private key, which form an RSA key pair.
Taking the RSA cryptosystem [1] for example, the public and private keys are functions of a pair of large prime numbers, and the encryption and decryption operations are accomplished by modular exponentiation.
The RSA cryptosystem - introduced by Rivest, Shamir, and Adlement in 1977 - relies for its security on the difficulty of working out the factors dividing large integers.
The RSA Cryptosystem is used in over 100 million copies of messaging, groupware, email, and Internet-based applications.
Invented more than 20 years ago, the so-called RSA cryptosystem is widely used to provide privacy for electronic mail, ensure authenticity of digital data, and handle credit-card payments on the Internet.
15] along with the RSA cryptosystem to embed the new buyer's watermark into the digital content.