👉 RC math, or Randomized Control Theory, is a mathematical framework used to analyze and optimize systems where outcomes are influenced by random processes. It combines elements of probability theory, statistics, and control theory to model and predict the behavior of systems under uncertainty. In RC math, random variables represent uncertain inputs or states, and control actions are decisions made to influence the system's behavior. The goal is to find strategies that maximize desired outcomes, such as stability or performance, by balancing the effects of random fluctuations with control interventions. This approach is widely applied in fields like communications, finance, and engineering to design robust systems that perform well even when faced with unpredictable changes.
