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A field that studies systems where outputs are not proportional to inputs—where small causes can have huge effects, huge causes can have small effects, and the whole is not simply the sum of parts. Nonlinear science covers chaos, complexity, pattern formation, phase transitions, and emergent phenomena across physics, chemistry, biology, and the social sciences. It's the science of tipping points, feedback loops, and the behaviors that linear models can't capture. Nonlinear science explains why earthquakes happen when stress crosses a threshold, why cells differentiate in development, why ecosystems flip from stable to degraded, why societies can be stable for centuries then collapse in years. It's the recognition that most of reality is nonlinear, and linear thinking is a useful approximation that breaks down precisely where things get interesting.
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