Results 91 to 100 of about 57,503 (225)
Linear complexity of two classes of optimal sets frequency-hopping sequences
By using a type of permutation polynomials which were different from power permutations,the two classes of frequency-hopping sequence sets with low linear complexity was transformed into the ones with high linear complexity.The exact values of linear ...
Jun-tao GAO +3 more
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On inverse permutation polynomials
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Permutations from APN power functions over
APN functions have the lowest differential uniform over finite fields with characteristic 2 and the APN power functions are the most classical ones.APN power functions are all 3-1 functions over F 2 2n .By generalizing the idea
Shi-zhu TIAN
doaj
Eigenvalues of random lifts and polynomials of random permutation matrices [PDF]
Charles Bordenave, Benoît Collins
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A note on octic permutation polynomials [PDF]
1. JOHN BRILLHART & G. D. JOHNSON, "On the factors of certain Mersenne numbers, " Y Math. Comp., v. 14, 1960, p. 365-369. 2. JOHN BRILLHART, "Concerning the numbers 22P + 1, p prime, " Math. Comp., v. 16, 1962, p. 424-430. (Reference is there made to the earlier table by M. Kraitchik.) 3. A. J. C. CUNNINGHAM & H. J. WOODALL, Factorizations of (yn =F 1),
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Permutation Matrices and the Moments of their Characteristics Polynomials [PDF]
Dirk Zeindler
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NORMALIZED PERMUTATION POLYNOMIALS OF DEGREE 6 OVER FINITE FIELDS [PDF]
E Redi
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Permutation Polynomials of $\Bbb F_{q^2}$ of the form $a{\tt X}+{\tt X}^{r(q-1)+1}$ [PDF]
Xiang‐dong Hou
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Permutation Polynomials and Their Compositional Inverses
In this paper, we provide a new general method of finding the compositional inverses of permutation polynomials with special types, and some new permutation polynomials and their compositional inverses are given. Moreover, we obtain a similar result to that of Wan and Lidl for other permutation polynomials over finite fields and we determine their ...
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