The authors recently [1] proved that over , irreducible TSRs occur in pairs. Now the results are generalized and extended for arbitrary finite ...
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Abstract. In a recent paper, Tsaban and Vishne [4] introduce linear transformation shift registers (TSRs) which generate sequences by an.
Michael Dewar, Daniel Panario : Mutual Irreducibility of Certain Polynomials. International Conference on Finite Fields and Applications 2003: 59-68.
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Dec 26, 2020 · From this, I want to conclude that we must have n=2×3r, m=3r, and xn+xm+1 is the minimal polynomial for ζ, hence, irreducible, and we're done, ...
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Mutual Irreducibility of Certain Polynomials. Lecture Notes in Computer Science. , 59-68. DOI: 10.1007/978-3-540-24633-6_5. Citation Report. Page 2. Citation ...
Mar 6, 2022 · An irreducible polynomial is one that cannot be factored into polynomials of lower degree. As far as your query about whether such a thing can ...
where the ai are rational integers. A partial solution was given in 1909 by Westlund,8 who found that f, (x) is always irreducible in the domain.
In this article, we give an account for testing the irreducibility of a given polynomial with integer coefficients over the field of rational numbers. Apart ...
Nov 10, 2021 · A set of k orthonormal bases of \mathbb C^d is called mutually unbiased if |\langle e,f\rangle |^2 = 1/d whenever e and f are basis vectors in distinct bases.