A secure and efficient entropy coding based on arithmetic coding

Secure binary arithmetic coding based on digitalized modified logistic map and linear feedback shift register

“…For the sake of comparison with respect to randomness and complexity, four existing methods [31][32][33][34] are employed, which are similar to ours because they have one point in common: chaos is used to improve the security of AC. Table 2 gives the corresponding results, which demonstrates that the proposed scheme simultaneously meets two requirements, both low-cost computation and high randomness quality.…”

“…Mi et al [32] presented a chaotic encryption scheme under the combination of AC and logistic map. Li and Zhang [33] proposed a security arithmetic coding algorithm based on nonlinear dynamic filter which is employed to generate the pseudorandom number generator (PRNG). Masmoudi et al [34] designed a joint lossless compression and encryption scheme combing a binary AC with a pseudo random bit generator (PRBG) based on a stand chaotic map and an Engel Continued Fraction map.…”

“…Chaotic intrinsic properties provide good cryptography for the AC. Recently, there existed a few novel encryption schemes based on AC combing chaos theory [29][30][31][32][33][34]. Wong et al [29] proposed a simultaneous AC and encryption scheme using piecewise linear chaotic maps and integer skew tent map.…”

“…Masmoudi et al [34] designed a joint lossless compression and encryption scheme combing a binary AC with a pseudo random bit generator (PRBG) based on a stand chaotic map and an Engel Continued Fraction map. However, these chaotic systems used in the schemes [31][32][33][34] including couple chaotic map, logistic map, nonlinear dynamic filter etc., have at least one of two flaws: (i) high-cost computation. AC is a highly efficient coding whereas the iterative computation with respect to chaotic maps is a time-consuming process.…”

Lossless chaos‐based crypto‐compression scheme for image protection

“…This scheme can be extended to any adaptive model because of the elimination of the input symbol permutation step, and its implementation is lower in complexity than the original secure AC. A secure BAC scheme based on non-linear dynamic filter with changeable coefficients was presented and discussed in [25]. In a previous work, Masmoudi et al [26] proposed a joint lossless compression and encryption scheme combining BAC with a PRBG.…”