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Quantum Cryptanalysis of Affine Cipher
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Abstract
Quantum Algorithms reduce the computational complexity or solve certain difficult problems that were originally impossible to solve with classical computers. Grover's search algorithm is a Quantum computation algorithm that can find target elements from a set of unstructured data with the best possible, O(√ N) queries. Grover's search Quantum circuits implemented accurately can be used to successfully search and find the keys of Symmetric ciphers. However, very few demonstrations of such practical cryptanalysis are available. In this paper, practical Quantum cryptanalysis circuits for Affine Cipher are proposed and demonstrated, that successfully break the cipher by finding the keys.
Title: Quantum Cryptanalysis of Affine Cipher
Description:
Abstract
Quantum Algorithms reduce the computational complexity or solve certain difficult problems that were originally impossible to solve with classical computers.
Grover's search algorithm is a Quantum computation algorithm that can find target elements from a set of unstructured data with the best possible, O(√ N) queries.
Grover's search Quantum circuits implemented accurately can be used to successfully search and find the keys of Symmetric ciphers.
However, very few demonstrations of such practical cryptanalysis are available.
In this paper, practical Quantum cryptanalysis circuits for Affine Cipher are proposed and demonstrated, that successfully break the cipher by finding the keys.
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