4 ms·
Of course you'll get oscillations (but the business cycle doesn't have anything to do with it), and you don't even need differential equations. But the point o
by ucaetano 8y ago
Of course you'll get oscillations (but the business cycle doesn't have anything to do with it), and you don't even need differential equations.
But the point of equilibrium is a Nash Equilibrium, meaning that any deviation from it will create forces that push back to it (you can think of it as a valley). So while there will be oscillations, you won't expect large deviations.