Add to ORKGTitre français: Preuve de la conjecture de quasi-orthogonalite ́ de Saffari pour les suites ultra-plates de polynômes unimodulaires
AbstractLet theorthogonal multiplicityof a monic polynomialgover a field F be the number of polynomi...
We characterize the class of ultraspherical polynomials in between all symmetric orthogonal polynomi...
AbstractLetfandgbe polynomials over some field, thought of as elements of the ring of one-sided Laur...
Abstract. In this paper we study ultraflat sequences (Pn) of unimodular polyno-mials Pn ∈ Kn in gene...
Certain Diophantine conjectures are proven, and to do so certain remarkable classes of orthogonal po...
AbstractLetCλn,n=0, ;1, …, λ>−1/2 be the ultraspherical (Gegenbauer) polynomials, orthogonal on (−1,...
International audienceWe show that all q-semimultiplicative sequences are asymptotically orthogonal ...
We characterize the class of ultraspherical polynomials in between all symmetric orthogonal polynomi...
AbstractA special case of the big q-Jacobi polynomials Pn(x;a,b,c;q), which corresponds to a=b=−c, i...
AbstractTwo sequences of polynomials are studied. One satisfies a three term recurrence relation for...
��×ØÖ � Ø Let D be the open unit disk of the complex plane. Its boundary, the unit circle of the com...
AbstractLet Pn(x), n ⩾ 1 be the orthogonal polynomials defined by anPn + 1(x) + an − 1Pn − 1(x) + bn...
AbstractMaking use of a remarkable theorem which expresses a relationship between a certain type of ...
ABSTRACT. Contour integral and distributional orthogonality of sieved ultraspherical polyno-mials ar...
We prove that one characterization for the classical orthogonal polynomials sequences (Hermit, Lague...
AbstractLet theorthogonal multiplicityof a monic polynomialgover a field F be the number of polynomi...
We characterize the class of ultraspherical polynomials in between all symmetric orthogonal polynomi...
AbstractLetfandgbe polynomials over some field, thought of as elements of the ring of one-sided Laur...
Abstract. In this paper we study ultraflat sequences (Pn) of unimodular polyno-mials Pn ∈ Kn in gene...
Certain Diophantine conjectures are proven, and to do so certain remarkable classes of orthogonal po...
AbstractLetCλn,n=0, ;1, …, λ>−1/2 be the ultraspherical (Gegenbauer) polynomials, orthogonal on (−1,...
International audienceWe show that all q-semimultiplicative sequences are asymptotically orthogonal ...
We characterize the class of ultraspherical polynomials in between all symmetric orthogonal polynomi...
AbstractA special case of the big q-Jacobi polynomials Pn(x;a,b,c;q), which corresponds to a=b=−c, i...
AbstractTwo sequences of polynomials are studied. One satisfies a three term recurrence relation for...
��×ØÖ � Ø Let D be the open unit disk of the complex plane. Its boundary, the unit circle of the com...
AbstractLet Pn(x), n ⩾ 1 be the orthogonal polynomials defined by anPn + 1(x) + an − 1Pn − 1(x) + bn...
AbstractMaking use of a remarkable theorem which expresses a relationship between a certain type of ...
ABSTRACT. Contour integral and distributional orthogonality of sieved ultraspherical polyno-mials ar...
We prove that one characterization for the classical orthogonal polynomials sequences (Hermit, Lague...
AbstractLet theorthogonal multiplicityof a monic polynomialgover a field F be the number of polynomi...
We characterize the class of ultraspherical polynomials in between all symmetric orthogonal polynomi...
AbstractLetfandgbe polynomials over some field, thought of as elements of the ring of one-sided Laur...