summary:Orthoexponential polynomials can be expressed in terms of the Legendre polynomials. The formulae proved in this paper are useful for the computation of the values of orthoexponential polynomials. It is also possible to re-state, for orthoexponential polynomials, some theorems from the theory of classical orthogonal polynomials
AbstractAsymptotic expansion for the Laguerre polynomials and for their associated functions is exte...
Abstract. We show a connection between the polynomials whose in-flection points coincide with their ...
Exceptional orthogonal polynomials are families of orthogonal polynomials that arise as solutions of...
summary:Orthoexponential polynomials can be expressed in terms of the Legendre polynomials. The form...
summary:Orthoexponential polynomials can be expressed in terms of the Legendre polynomials. The form...
The associated Legendre functions are defined using the Legendre numbers. From these the associated ...
summary:In this contribution we deal with classical Jacobi polynomials orthogonal with respect to di...
summary:In this contribution we deal with classical Jacobi polynomials orthogonal with respect to di...
AbstractPersson and Strang (2003) evaluated the integral over [−1,1] of a squared odd degree Legendr...
AbstractThis article gives a q-version of the generalized Legendre polynomials recently introduced b...
An explicit formula for the Fourier coefficient of the Legendre polynomials can be found in the Bate...
An explicit formula for the Fourier coefficient of the Legendre polynomials can be found in the Bate...
The discrete orthogonality of the modified Lommel polynomials is applied to establish a formula of f...
AbstractA new proof is given for Hausdorff's condition on a set of moments which determines when the...
We prove uniqueness of an orthogonality of the Legendre polynomials discussed elsewhere
AbstractAsymptotic expansion for the Laguerre polynomials and for their associated functions is exte...
Abstract. We show a connection between the polynomials whose in-flection points coincide with their ...
Exceptional orthogonal polynomials are families of orthogonal polynomials that arise as solutions of...
summary:Orthoexponential polynomials can be expressed in terms of the Legendre polynomials. The form...
summary:Orthoexponential polynomials can be expressed in terms of the Legendre polynomials. The form...
The associated Legendre functions are defined using the Legendre numbers. From these the associated ...
summary:In this contribution we deal with classical Jacobi polynomials orthogonal with respect to di...
summary:In this contribution we deal with classical Jacobi polynomials orthogonal with respect to di...
AbstractPersson and Strang (2003) evaluated the integral over [−1,1] of a squared odd degree Legendr...
AbstractThis article gives a q-version of the generalized Legendre polynomials recently introduced b...
An explicit formula for the Fourier coefficient of the Legendre polynomials can be found in the Bate...
An explicit formula for the Fourier coefficient of the Legendre polynomials can be found in the Bate...
The discrete orthogonality of the modified Lommel polynomials is applied to establish a formula of f...
AbstractA new proof is given for Hausdorff's condition on a set of moments which determines when the...
We prove uniqueness of an orthogonality of the Legendre polynomials discussed elsewhere
AbstractAsymptotic expansion for the Laguerre polynomials and for their associated functions is exte...
Abstract. We show a connection between the polynomials whose in-flection points coincide with their ...
Exceptional orthogonal polynomials are families of orthogonal polynomials that arise as solutions of...
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