‎Collocation method for random ordinary differential equations with boundary values

‎Collocation is a numerical method for differential equations which has been also applied to stochastic differential equations‎. ‎The method consists of discretization in both the space and the probability‎. ‎The discretization in space is a standard finite element method and the discretization in probability is by interpolation in the roots of certain orthogonal polynomials (collocation points)‎. ‎In this article we have applied the collocation method to solution of a second order ODE with boundary values and random coefficients‎. ‎We have expanded the previous results in this case‎. ‎