Jean-Pierre V discretization

Jean-Pierre V discretization is a mathematical technique used in numerical analysis to convert continuous variables or equations into discrete, manageable parts for computer simulations. It involves breaking down a continuous domain—like a physical space or a function—into smaller, finite segments or points, allowing complex problems to be solved step-by-step with digital computation. This method enhances the accuracy and stability of simulations in fields such as physics, engineering, and computational mathematics by systematically approximating the continuous problem with a series of discrete, solvable equations.