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Algebraic Construction of a New Class of Quasi-Orthogonal Arrays in Steganography

机译：隐写术中一类新的准正交阵列的代数构造

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Ron van Schyndel; Andrew Tirkel; Imants Svalbe; Tom Hall; Charles Osborne; Charles F;
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年度 1999
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2. Construction and Nonparametric Testing of Orthogonal Arrays through Algebraic Strata and Inequivalent Permutation Matrices [J] . ROSA ARBORETTI GIANCRISTOFARO, ROBERTO FONT ANA, SUSANNA RAGAZZI Communications in Statistics . 2012,第16a18期

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3. Systolic array architecture implementing Berlekamp-Massey-Sakata algorithm for decoding codes on a class of algebraic curves [J] . Matsui H., Sakata S., Kurihara M., IEEE Transactions on Information Theory . 2005,第11期

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4. Algebraic construction of a new class of quasi-orthogonal arrays for steganography [C] . Ron G. Van Schyndel, Monash Univ., Clayton VIC, Conference on security and watermarking of multimedia contents . 1999

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7. FAST PARALLEL DECODING ON SYSTOLIC ARRAY ARCHITECTURE FOR CODES ON A CLASS OF ALGEBRAIC CURVES (Algebraic Aspects of Coding Theory and Cryptography) [O] . Matsui Hajime, Sakata Shojiro, Kurihara Masazumi 2005

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8. Algebraic Construction of a Class of One-Dependent Processes [R] . Aaronson, J., Gilat, D., Keane, M., 1987

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Algebraic Construction of a New Class of Quasi-Orthogonal Arrays in Steganography

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