LeibnizStepped
LeibnizStepped is a term that refers to a numerical method for approximating solutions to ordinary differential equations. It is a specific type of explicit multistep method, meaning it uses information from previous time steps to calculate the value at the current time step. The name "LeibnizStepped" is likely a portmanteau, combining the name of the mathematician Gottfried Wilhelm Leibniz, who made significant contributions to calculus, with the concept of taking discrete steps in a numerical approximation.
The core idea behind LeibnizStepped methods, like other multistep methods, is to improve accuracy and efficiency
LeibnizStepped methods can offer advantages in terms of computational cost for a given level of accuracy compared