Chaos-based data protection using time-discrete dynamical...

Cryptography – Communication system using cryptography – Symmetric key cryptography

Reexamination Certificate

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C380S028000

Reexamination Certificate

active

07106864

ABSTRACT:
In an encryption/decryption system for converting data signals between an unencrypted plaintext format and an encrypted ciphertext format plurality of round modules are provided permitting a respective set of input data signals (TEXT IN) to generate a respective set of output data signals (TEXT OUT) by means of transformation controlled by a round key (SUBKEY). The transformation is identified by at least one map function derived from a chaotic map.

REFERENCES:
patent: 6792111 (2004-09-01), Italia et al.
patent: 2003/0007635 (2003-01-01), Li et al.
L. Blum, M. Blum, and M. Shub, “A Simple Unpredictable Pseudo-Random Number Generator”, Siam J. Comput. 15, pp. 364-383 (1986).
M. Goetz, K. Kelber, and W. Schwarz, “Discrete-time chaotic encryption systems—Part I: Statistical Design Approach”, IEEE Tran. On Circuits and Systems, part 1, 44, pp. 963-970, 1997.
F. Dachselt, K. Kelber, and W. Schwarz, “Discrete-time chaotic encryption systems—Part III: Cryptographical analysis”, IEEE Trans. On Circuits and Systems, part 1, 45, pp. 883-888, 1998.
Z. Kotulski and J. Szczepanski, “Discrete chaotic cryptography”, Ann. Physik, 6, pp. 381-394 (1997).
Y.H. Chu and S. Chang, “Dynamical cryptography based on synchronized chaotic systems”, Electron Lett., 35, pp. 974-975, 1999.
Ljupco Kocarev, et al., “From Chaotic Maps to encryption Schemes”, vol. IV pp. 514-517, © 1998 IEEE.
Matthews; “On the Derivation of a “Chaotic” Encryption Algorithm”; Cryptologia; Jan. 1989; pp. 29-42; vol. XIII, No. 1.
Wheeler; “Problems with Chaotic Cryptosystems”; Cryptologia; Jul. 1989; pp. 243-250; vol. XIII, No. 3.
Wheeler, et al. “Supercomputer Investigations of a Chaotic Encryption Algorithm”; Cryptologia; Apr. 1991; pp. 140-152; vol. XV, No. 2.
Lagarias: “Pseudorandom Number Generators in Cryptography and Number Theory”; Proceedings of Symposia in Applied Mathematics; American Mathematical Society; 1990; pp. 115-143; vol. 42.
Habutsu, et al “A Secret Key Cryptosystem by Iterating a Chaotic Map”; Advances in Cryptology—EUROCRYPT'91; 1991; pp. 127-140; Springer-Verlag; Berlin.
Baptista “Cryptography with chaos”; Physics Letters A 240; Elsevier Science B.V.; Mar. 23, 1998; pp. 50-54.
Alvarez, et al. “New approach to chaotic encryption”; Physics Letter A 263; Elsevier Science B.V.; Dec. 6, 1999; pp. 373-375.
Biham; Cryptanalysis of the Chaotic-Map Cryptosystem Suggested at Eurocrypt'91; Advances in Cryptology; Eurocrypt'91; 1991; pp. 532-534; Springer-Verlag; Berlin.
Fridrich; “Symmetric Ciphers Based on Two-Dimensional Chaotic Maps”, International Journal of Bifurcation and Chaos, 8, 1998; pp. 1259-1284; http://www.ws.binghamton.edu/fridrich/publications.html.
Kotulski, et al.; “On the application of discrete chaotic dynamical systems to cryptography. DCC method”, Biuletyn Wat, Rock XLVIII; NR 10(566)1999; pp. 111-123; http://www.ippt.gov.pl/-zkotulsk/wat.pdf.

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