👉 CDS Math, or Continuous Differential Systems with Stochastic Influences, is a mathematical framework that extends classical differential equations by incorporating randomness, specifically stochastic processes, to model systems influenced by unpredictable external factors. This approach combines deterministic differential equations, which describe the evolution of system states over continuous time, with stochastic differential equations (SDEs), which account for random fluctuations. By doing so, CDS Math enables the modeling of complex systems in fields like finance, biology, and physics where uncertainty plays a crucial role, providing a more realistic representation of real-world dynamics.
