Abstract: A multivariable generalization of the Bessel polynomials is introduced and studied. In particular, we deduce their series expansion in Jack polynomials, a limit transition from multivariable ...

This is a toolkit for calculating multivariate intrinsic local polynomial regression on matrix Riemannian manifolds with Euclidean pullback metrics. It can be used to perform nonparametric regression ...

The pseudozero set of a system f of polynomials in n complex variables is the subset of Cn which is the union of the zero-sets of all polynomial systems g that are near to f in a suitable sense. This ...

This library creates multivariate polynomials given a list of variables and their corresponding maximum degrees. It generates all possible terms up to the specified ...

Gasper & Rahman's multivariate q -Racah polynomials are shown to arise as connection coefficients between families of multivariate q -Hahn or q -Jacobi polynomials. The families of q -Hahn polynomials ...

This is a preview. Log in through your library . Abstract Techniques of univariate Newton interpolating polynomials are extended to multivariate data points by different generalizations and practical ...

(2024) Multivariate Orthogonal Polynomials: new synergies with Numerical Analysis. volume 20. Oberwolfach reports. Oberwolfach mini-workshop, Oberwolfach (Germany ...