Algebraic break of image ciphers based on discretized chaotic map lattices
In this paper, we provide an algebraic cryptanalysis of a recently proposed chaotic image cipher. We show that the secret parameters of the algorithm can be revealed using chosen-plaintext attacks. Our attack uses the orbit properties of the permutation maps to deduce encryption values for a single round. Once a single round encryption is revealed, the secret parameters are obtained using simple assignments.
algorithms communication using chaos algebraic structures and number theory nonlinear dynamics and chaos image processing