Von Neumann stability analysis is a mathematical technique used to determine the stability of numerical methods for solving differential equations. It involves examining how errors propagate through the computational process, focusing on the growth or decay of perturbations as they are passed through each iteration or time step. This method helps in identifying whether a numerical scheme will produce stable solutions, especially when applied to finite difference methods and integral equations.
congrats on reading the definition of von Neumann stability analysis. now let's actually learn it.