2022
DOI: 10.1007/s11071-021-07131-6
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A memristive system and its applications in red–blue 3D glasses and image encryption algorithm with DNA variation

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Cited by 44 publications
(22 citation statements)
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“…The 3DES encryption algorithm is to solve the problem of insufficient security of the original DES encryption algorithm. Since a large number of practical application cases have proved that the security performance of the DES encryption algorithm does not meet the requirements of modern data transmission, the key length of the DES algorithm is increased to 168 bits, the author uses the encryption algorithm after the key extension, which improves the encryption performance [19]. Compared with the 3DES encryption algorithm, the author uses RSA to encrypt the 3DES key, which further improves the effectiveness of data encryption.…”
Section: Analysis Of Resultsmentioning
confidence: 99%
“…The 3DES encryption algorithm is to solve the problem of insufficient security of the original DES encryption algorithm. Since a large number of practical application cases have proved that the security performance of the DES encryption algorithm does not meet the requirements of modern data transmission, the key length of the DES algorithm is increased to 168 bits, the author uses the encryption algorithm after the key extension, which improves the encryption performance [19]. Compared with the 3DES encryption algorithm, the author uses RSA to encrypt the 3DES key, which further improves the effectiveness of data encryption.…”
Section: Analysis Of Resultsmentioning
confidence: 99%
“…For a mathematic model of quadratic flux-controlled memristor [30], its resistance value is controlled by the flux and its mathematical model can be described as…”
Section: Mathematic Model Of Quadratic Flux-controlled Memristormentioning
confidence: 99%
“…In essence, the equilibrium point cannot affect the characteristics of the system itself, and the system is on the cards have three possibilities: one equilibrium point, more equilibrium points, or non-equilibrium point. For a chaotic system where the equilibrium point can be calculated, it is possible to have finite equilibrium points or infinite equilibrium points [17][18][19][20]. A system with an infinite number of equilibrium points is normally considered to have super multistability and it may has the ability to induce the attractor basin to produce infinite co-existing attractors [21].…”
Section: Introductionmentioning
confidence: 99%