👉 Meanwhile, in the context of mathematical modeling, particularly in dynamic systems and differential equations, it refers to the simultaneous analysis or computation of multiple processes or equations that evolve over time. This approach allows for a more holistic understanding of complex systems by considering interactions and dependencies between different components or variables. For instance, in a model where population dynamics, economic growth, and environmental factors all influence each other, meanwhile math enables the simultaneous tracking of these intertwined processes. By solving these systems concurrently, rather than sequentially, it provides a more accurate and comprehensive picture of the system's behavior over time, capturing feedback loops, delays, and nonlinear interactions that would be missed in a step-by-step approach. This method is crucial for fields like epidemiology, ecology, and economics, where multiple factors interact in intricate ways.
