Liouville Integration

Liouville Integration refers to a method used to find the general solution of certain types of differential equations. Named after the mathematician Joseph Liouville, it is based on the idea of expressing a solution in terms of simpler functions or "integrals." This approach often involves identifying conserved quantities or symmetries in the equations, allowing for a systematic way to derive solutions. Essentially, it's a structured technique to analyze and solve problems in calculus, particularly in physics and engineering, where understanding the behavior of dynamic systems is crucial.