Abstract. Many Hankel determinants computations arising in combinatorial analysis, can be done by results from the theory of standard orthogonal polynomials. Here, we will emphasize a special sequence which requires including of discrete Sobolov orthogonality in order to find their closed form.
Sobolev orthogonal polynomials have been studied extensively in the past quarter-century. The resear...
Sobolev orthogonal polynomials have been studied extensively in the past quarter-century. The resear...
AbstractIn this paper, we concern ourselves with the determination and evaluation of polynomials tha...
AbstractIn this paper, we study closed form evaluation for some special Hankel determinants arising ...
Abstract. In this paper, we study closed form evaluation for some special Hankel determi-nants arisi...
In this expository paper we compute Hankel determinants of some sequences whose generating functions...
We use moment representations of orthogonal polynomials to evaluate the corresponding Hankel determi...
We use moment representations of orthogonal polynomials to evaluate the corresponding Hankel determi...
We use moment representations of orthogonal polynomials to evaluate the corresponding Hankel determi...
AbstractRecently, a definition of Hankel determinants Hkn whose entries belong to a real finite dime...
AbstractIn this paper we deal with Hankel determinants of the form det[ai+j+r(x)]i,j=0n, where r is ...
AbstractIn this paper, we study theoretically the determination and evaluation of polynomials that a...
Hankel determinants (persymmetric, Turan determinants) have been studying for a long time. Until now...
AbstractWe develop a general context for the computation of the determinant of a Hankel matrix Hn = ...
International audienceThe Hankel determinants of certain automatic sequences f are evaluated modulo ...
Sobolev orthogonal polynomials have been studied extensively in the past quarter-century. The resear...
Sobolev orthogonal polynomials have been studied extensively in the past quarter-century. The resear...
AbstractIn this paper, we concern ourselves with the determination and evaluation of polynomials tha...
AbstractIn this paper, we study closed form evaluation for some special Hankel determinants arising ...
Abstract. In this paper, we study closed form evaluation for some special Hankel determi-nants arisi...
In this expository paper we compute Hankel determinants of some sequences whose generating functions...
We use moment representations of orthogonal polynomials to evaluate the corresponding Hankel determi...
We use moment representations of orthogonal polynomials to evaluate the corresponding Hankel determi...
We use moment representations of orthogonal polynomials to evaluate the corresponding Hankel determi...
AbstractRecently, a definition of Hankel determinants Hkn whose entries belong to a real finite dime...
AbstractIn this paper we deal with Hankel determinants of the form det[ai+j+r(x)]i,j=0n, where r is ...
AbstractIn this paper, we study theoretically the determination and evaluation of polynomials that a...
Hankel determinants (persymmetric, Turan determinants) have been studying for a long time. Until now...
AbstractWe develop a general context for the computation of the determinant of a Hankel matrix Hn = ...
International audienceThe Hankel determinants of certain automatic sequences f are evaluated modulo ...
Sobolev orthogonal polynomials have been studied extensively in the past quarter-century. The resear...
Sobolev orthogonal polynomials have been studied extensively in the past quarter-century. The resear...
AbstractIn this paper, we concern ourselves with the determination and evaluation of polynomials tha...