👉 Interaction math refers to the study of how different systems or entities influence and interact with each other, often using mathematical models to quantify these relationships. It involves analyzing the dynamics between variables or components within a system, such as populations in ecology, financial markets, or neural networks. These models typically use differential equations, graph theory, or network analysis to describe how changes in one part of the system propagate and affect others. For instance, in epidemiology, interaction math can model how diseases spread through populations by considering factors like infection rates and recovery times. By mathematically representing these interactions, we can predict outcomes, identify critical points of influence, and develop strategies to manage or control complex systems.
