Mathematical Modeling
Bifurcation refers to a phenomenon in mathematical modeling where a small change in the parameters of a system can cause a sudden and significant change in its behavior. This concept is crucial in understanding the dynamics of systems described by differential equations, as it often marks the transition points between different qualitative states or equilibria. By studying bifurcations, we can analyze how systems evolve and respond to variations, making it essential for simulating mathematical models that reflect real-world scenarios.
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