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ON GAUSSIAN FIBONACCI-SYLVESTER-KAC MATRIX

期刊: JP JOURNAL OF ALGEBRA NUMBER THEORY AND APPLICATIONS, 2021; 51 (1)

In this paper, we study a new Sylvester-Kac matrix with Gaussian Fibonacci numbers, i.e., Gaussian Fibonacci-Sylvester-Kac matrix. We not only propose......

THE COEFFICIENTS OF A FAMILY OF TERNARY CYCLOTOMIC POLYNOMIALS

期刊: JP JOURNAL OF ALGEBRA NUMBER THEORY AND APPLICATIONS, 2021; 49 (2)

Let Phi(n)(x) = Sigma(phi(n))(m=0) a(n, m)x(m) denote the n-th cyclotomic polynomial and let r be a prime with r equivalent to 7. mod15.. It is well-k......

ITERATIVE ALGORITHMS FOR THE SYMMETRIC AND LEAST-SQUARES SYMMETRIC SOLUTIONS OF A TENSOR EQUATION

期刊: JP JOURNAL OF ALGEBRA NUMBER THEORY AND APPLICATIONS, 2021; 50 (2)

In this paper, a conjugate gradient iterative method based on tensor calculation is proposed for obtaining the symmetric solutions of a special Sylves......

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