DOIAbstract
AbstractWe describe all polynomial solutions to the general second order operator equation in the Askey–Wilson operators, thus extending a theorem of Bochner from differential operators to Askey–Wilson divided difference operators
AbstractWe describe all polynomial solutions to the general second order operator equation in the Askey–Wilson operators, thus extending a theorem of Bochner from differential operators to Askey–Wilson divided difference operators
We prove various representation formulae of solutions of second order differential inequalities on ...
AbstractIn 1929, S. Bochner identified the families of polynomials which are eigenfunctions of a sec...
A special Infeld-Hull factorization is given for the Askey-Wilson second order q-difference operator...
We describe all polynomial solutions to the general second order operator equation in the Askey-Wils...
We describe all polynomial solutions to the general second order operator equation in the Askey-Wils...
AbstractAssume that there is a set of monic polynomials Pn(z) satisfying the second-order difference...
The classical polynomials (Hermite, Laguerre, Bessel and Jacobi) are the only orthogonal polynomial ...
AbstractWe bring a new proof for showing that an orthogonal polynomial sequence is classical if and ...
AbstractWe prove an extension of Bochner’s classical result that characterizes the classical polynom...
AbstractAskey and Wilson (1985) found a family of orthogonal polynomials in the variable s(k) = 12(k...
We prove an extension of Bochner's classical result that characterizes the classical polynomial fami...
Askey and Wilson (1985) found a family of orthogonal polynomials in the variable s(k) = (k + 1/k) t...
AbstractA special Infeld–Hull factorization is given for the Askey–Wilson second order q-difference ...
Askey and Wilson (1985) found a family of orthogonal polynomials in the variable s(k) = 1/2(k + 1/k)...
In this paper, we provide a formal proof of the existence of a polynomial solution of fixed degree f...
We prove various representation formulae of solutions of second order differential inequalities on ...
AbstractIn 1929, S. Bochner identified the families of polynomials which are eigenfunctions of a sec...
A special Infeld-Hull factorization is given for the Askey-Wilson second order q-difference operator...
We describe all polynomial solutions to the general second order operator equation in the Askey-Wils...
We describe all polynomial solutions to the general second order operator equation in the Askey-Wils...
AbstractAssume that there is a set of monic polynomials Pn(z) satisfying the second-order difference...
The classical polynomials (Hermite, Laguerre, Bessel and Jacobi) are the only orthogonal polynomial ...
AbstractWe bring a new proof for showing that an orthogonal polynomial sequence is classical if and ...
AbstractWe prove an extension of Bochner’s classical result that characterizes the classical polynom...
AbstractAskey and Wilson (1985) found a family of orthogonal polynomials in the variable s(k) = 12(k...
We prove an extension of Bochner's classical result that characterizes the classical polynomial fami...
Askey and Wilson (1985) found a family of orthogonal polynomials in the variable s(k) = (k + 1/k) t...
AbstractA special Infeld–Hull factorization is given for the Askey–Wilson second order q-difference ...
Askey and Wilson (1985) found a family of orthogonal polynomials in the variable s(k) = 1/2(k + 1/k)...
In this paper, we provide a formal proof of the existence of a polynomial solution of fixed degree f...
We prove various representation formulae of solutions of second order differential inequalities on ...
AbstractIn 1929, S. Bochner identified the families of polynomials which are eigenfunctions of a sec...
A special Infeld-Hull factorization is given for the Askey-Wilson second order q-difference operator...
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