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...90% of the time when people say "nonlinear" in everyday use, they seem to mean specifically either "exponential" or "non-sequential"...
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...this is actually pretty rational, since those are nonlinearities that cannot even be usefully bounded between linear approximations 🤔
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surely when people say "nonlinear" they're using it as a metaphor for "does not behave predictability when conditions vary"
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