Boundedness and asymptotic stability for the solution of homogeneous Volterra discrete equations
Summary: We consider homogeneous linear Volterra Discrete Equations and we study the asymptotic behaviour of their solutions under hypothesis on the sign of the coefficients and of the first- and second-order differences. The results are then used to analyse the numerical stability of some classes of Volterra integrodifferential equations.
scientific article; zbMATH DE number 7026654
scientific article