Robin Ince | Paul Ince | Thomas H. Ince | orthogonal polynomials | Ince | Ince and Mayhew | Hermite polynomials | Thomas Ince | Ralph Ince | Macdonald polynomials | Chihara–Ismail polynomials | Brenke–Chihara polynomials | Wilson polynomials | Tom Ince | Steve Ince | Sister Celine's polynomials | Koornwinder polynomials | Jacobi polynomials | Ince Blundell | Henry Bret Ince | Edward Lindsay Ince | Chihara-Ismail polynomials | Charlier polynomials | Boas–Buck polynomials | Angelescu polynomials | Al-Salam–Ismail polynomials |
Accurate description of such a beam involves expansion over some complete, orthogonal set of functions (over two-dimensions) such as Hermite polynomials or the Ince polynomials.