masterlikningen
The master equation is a fundamental concept in the study of stochastic processes, particularly those that transition between discrete states. It provides a way to describe the time evolution of the probability distribution of a system. Essentially, it's a set of first-order differential equations that govern how the probability of finding the system in any given state changes over time.
The core idea behind the master equation is that the rate of change of the probability of
Master equations are widely used in various scientific disciplines, including physics, chemistry, biology, and economics. For