Score contribution per author:
α: calibrated so average coauthorship-adjusted count equals average raw count
We demonstrate that stochastic bubbles which have a constant, exogenous, probability of collapsing may exist, in general equilibrium, on an intrinsically useless and unbacked asset (money). This may happen provided that the probability q that the bubble will persist next period is large enough and exceeds a threshold level Q which we call the minimum rate of confidence. This condition is always violated when the economy without bubble is dynamically efficient. It is more likely to be satisfied, in dynamically inefficient economies, the larger the "size" of the inefficiency (as measured by the excess of the growth rate over the no-bubble interest rate). We study both exchange and production economies.