P. NATALINI and P. E. RICCI

Computation of Newton sum rules for polynomial solutions of O.D.E. with polynomial coefficients

Pages: 69-76
Received: 21 January 2000   
Mathematics Subject Classification (2000): 33C45 - 33B15 - 65L99

Abstract: Generalized Lucas polynomials of second and first kind are used in order to compute the Newton sum rules of polynomial solutions of all ordinary differential equations with polynomial coefficients.