In this note, we provide a short proof for the explicit formulas of the coefficients of a particular 3-term recurrence relation derived from a k-periodic recurrence. Any of the recurrences can be naturally interpreted in terms of determinants of Hessenberg matrices families
In this paper, we will present various results on computing of wide classes of Hessenberg matrices w...
AbstractWe give explicitly recurrence relations satisfied by the connection coefficients between two...
AbstractHill's equation is studied for a particular class of periodic functions, which covers a broa...
In the paper, the authors recall some known determinantal expressions in terms of the Hessenberg det...
The central feature of this study is to provide an exposition on the introduction to linear recurren...
summary:In this short note we provide an extension of the notion of Hessenberg matrix and observe an...
In this paper, we evaluate determinants of several families of Hessenberg matrices having various su...
In the following chapter we address the techniques for the resolution of some celebrated recurrence ...
Abstract. We consider k sequences of generalized order-k linear recurrences with arbitrary initial c...
Abstract. We prove several evaluations of determinants of matrices, the entries of which are given b...
AbstractIn this paper, we investigate the Pell sequence and the Perrin sequence and we derive some r...
We show that polynomials defined by recurrence relations with periodic coefficients may be represent...
AbstractWe study here some linear recurrence relations in the algebra of square matrices. With the a...
In this paper we show that the determinant of heptadiagonal symmetric Toeplitz matrix can be represe...
We consider k sequences of generalized order-k linear recurrences with arbitrary initial conditions ...
In this paper, we will present various results on computing of wide classes of Hessenberg matrices w...
AbstractWe give explicitly recurrence relations satisfied by the connection coefficients between two...
AbstractHill's equation is studied for a particular class of periodic functions, which covers a broa...
In the paper, the authors recall some known determinantal expressions in terms of the Hessenberg det...
The central feature of this study is to provide an exposition on the introduction to linear recurren...
summary:In this short note we provide an extension of the notion of Hessenberg matrix and observe an...
In this paper, we evaluate determinants of several families of Hessenberg matrices having various su...
In the following chapter we address the techniques for the resolution of some celebrated recurrence ...
Abstract. We consider k sequences of generalized order-k linear recurrences with arbitrary initial c...
Abstract. We prove several evaluations of determinants of matrices, the entries of which are given b...
AbstractIn this paper, we investigate the Pell sequence and the Perrin sequence and we derive some r...
We show that polynomials defined by recurrence relations with periodic coefficients may be represent...
AbstractWe study here some linear recurrence relations in the algebra of square matrices. With the a...
In this paper we show that the determinant of heptadiagonal symmetric Toeplitz matrix can be represe...
We consider k sequences of generalized order-k linear recurrences with arbitrary initial conditions ...
In this paper, we will present various results on computing of wide classes of Hessenberg matrices w...
AbstractWe give explicitly recurrence relations satisfied by the connection coefficients between two...
AbstractHill's equation is studied for a particular class of periodic functions, which covers a broa...
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