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Nonmalleable Cryptography

SIAM Journal on Computing, 1991
The property of nonmalleability for the encryption function \(E\) is a stronger extension of the classic notion of semantic security that was introduced by Goldwasser and Micali. This property is defined as follows. For all polynomial-time computable relations \(R\) seeing \(\alpha\in E(x)\) does not help one to find \(\beta\in E(y)\), \(\beta\neq ...
Danny Dolev, Cynthia Dwork, Moni Naor
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Challenges in Cryptography

IEEE Security & Privacy, 2021
Cryptography as a field of study is exciting because it brings together beautiful mathematics and many cutting-edge areas of computer science and engineering to find solutions that touch all aspects of life in a digital era. In a single day at a cryptography conference, one can hear talks on election security and legislation on regulating encryption ...
Alfred Menezes, Douglas Stebila
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