Web Reference: For the problem to be determined, there must be n + k boundary conditions, i.e., bc must be an (n + k)-D function. The last singular term on the right-hand side of the system is optional. It is defined by an n-by-n matrix S, such that the solution must satisfy S y (a) = 0. Struggling with boundary value problems in differential equations? Learn how to use the finite differences to discretize and solve ODEs & PDEs efficiently! In a boundary value problem (BVP), the goal is to find a solution to an ordinary differential equation (ODE) that also satisfies certain specified boundary conditions.
YouTube Excerpt: This tutorial explains a useful approach to
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