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Okay. Do you then consider an equilibrium to be inherently unsustainable? If you take «growth» to be defined as d(something)/dt>0, I’d posit that any equilibri
by setopt 4mo ago
Okay. Do you then consider an equilibrium to be inherently unsustainable?
If you take «growth» to be defined as d(something)/dt>0, I’d posit that any equilibrium by definition has zero net growth, whether it’s a static or dynamic equilibrium.
- bit-anarchist 4mo agoFor social systems, yes. That said, in long run, there's both a tendency for most growth to fall and for basically nothing to be sustainable.