Numerical Analysis I
Euler's Method is a numerical technique used to approximate solutions of ordinary differential equations (ODEs) by iterating stepwise along the curve of the solution. It provides a straightforward way to calculate the next value of the dependent variable based on its current value and the slope given by the differential equation. This method sets the foundation for more complex numerical methods and highlights essential concepts such as stability, error analysis, and the comparison with Taylor Series methods.
congrats on reading the definition of Euler's Method. now let's actually learn it.