Masteryhtälöt
Masteryhtälöt, which translates to "master equations" in English, are a fundamental concept in stochastic processes and theoretical physics. They describe the time evolution of the probability distribution of a system that can exist in a finite or countably infinite number of states. Instead of tracking the trajectory of a single system, a master equation focuses on how the probabilities of being in each state change over time.
The general form of a master equation is a differential equation. It states that the rate of
Master equations are widely used in diverse fields. In physics, they are applied to model phenomena such