The history of polynomial factorization starts with Hermann Schubert who in 1793 described the first polynomial factorization algorithm, and Leopold Kronecker, who rediscovered Schubert's algorithm in 1882 and extended it to multivariate polynomials and coefficients in an algebraic extension.
orthogonal polynomials | Hermite polynomials | Macdonald polynomials | Chihara–Ismail polynomials | Brenke–Chihara polynomials | Wilson polynomials | Sister Celine's polynomials | Koornwinder polynomials | Jacobi polynomials | Chihara-Ismail polynomials | Charlier polynomials | Boas–Buck polynomials | Angelescu polynomials | Al-Salam–Ismail polynomials |