Add to ORKGI give simple elementary proofs for some well-known Hankel determinants and their q − analogues. My starting point is the followin
We study the asymptotics of Hankel determinants constructed using the values ζ(an+b) of the Riemann ...
In the present paper, we aimed to discuss certain coefficient-related problems for the inverse funct...
International audienceThe Hankel determinants of a given power series f can be evaluated by using th...
International audienceThe Hankel determinants of certain automatic sequences f are evaluated modulo ...
AbstractBy considering the fundamental equation x=y−y2=z−z3, Michael Somos conjectured that the Hank...
17 pagesInternational audienceIn this paper we shall survey the various methods of evaluating Hankel...
We give simple proofs for the Hankel determinants of q − exponential polynomials. Let ( ,)S n k be t...
Research Doctorate - Doctor of Philosophy (PhD)This thesis focuses on the application of matrix dete...
Hankel determinants (persymmetric, Turan determinants) have been studying for a long time. Until now...
International audienceIn 1998, Allouche,Peyrì ere, Wen and Wen established that the Hankel determina...
We evaluate some Hankel determinants of Meixner polynomials, associated to the series exp( P [i]zi=i...
In the memory of David Hayes Abstract. In this paper we introduce a class of determinants “of Hankel...
AbstractFor a fixed positive integer ℓ, let f(n,ℓ) denote the number of lattice paths that use the s...
This note is a supplement to my paper “Some elementary results and conjectures about q Newton binom...
AbstractHankel determinants can be viewed as special Schur symmetric functions. This provides, witho...
We study the asymptotics of Hankel determinants constructed using the values ζ(an+b) of the Riemann ...
In the present paper, we aimed to discuss certain coefficient-related problems for the inverse funct...
International audienceThe Hankel determinants of a given power series f can be evaluated by using th...
International audienceThe Hankel determinants of certain automatic sequences f are evaluated modulo ...
AbstractBy considering the fundamental equation x=y−y2=z−z3, Michael Somos conjectured that the Hank...
17 pagesInternational audienceIn this paper we shall survey the various methods of evaluating Hankel...
We give simple proofs for the Hankel determinants of q − exponential polynomials. Let ( ,)S n k be t...
Research Doctorate - Doctor of Philosophy (PhD)This thesis focuses on the application of matrix dete...
Hankel determinants (persymmetric, Turan determinants) have been studying for a long time. Until now...
International audienceIn 1998, Allouche,Peyrì ere, Wen and Wen established that the Hankel determina...
We evaluate some Hankel determinants of Meixner polynomials, associated to the series exp( P [i]zi=i...
In the memory of David Hayes Abstract. In this paper we introduce a class of determinants “of Hankel...
AbstractFor a fixed positive integer ℓ, let f(n,ℓ) denote the number of lattice paths that use the s...
This note is a supplement to my paper “Some elementary results and conjectures about q Newton binom...
AbstractHankel determinants can be viewed as special Schur symmetric functions. This provides, witho...
We study the asymptotics of Hankel determinants constructed using the values ζ(an+b) of the Riemann ...
In the present paper, we aimed to discuss certain coefficient-related problems for the inverse funct...
International audienceThe Hankel determinants of a given power series f can be evaluated by using th...