👉 Steady math, or differential algebra, is a branch of mathematics that studies algebraic structures defined by differential equations. It focuses on the properties and behaviors of these equations, particularly how solutions evolve over time or under continuous changes. Instead of solving equations algebraically, steady math examines the steady-state solutions—those that remain unchanged over time or space. This involves analyzing the algebraic properties of these solutions, such as their stability and the nature of their interactions, using techniques from abstract algebra and linear algebra. By doing so, steady math provides insights into the long-term behavior of dynamical systems, which is crucial in fields like physics, engineering, and economics.
