We show that preference-homogeneity and loss-aversion are necessary and sufficient for the value function to have the power form with identical powers for gains and losses and for the probability weighting functions for gains and losses to be identical.

Loewenstein and Prelec (1992) explain the 'magnitude effect' and the 'sign effect', respectively, by using increasing elasticity of the value function and a higher elasticity for losses as compared to gains. We provide a value function with these two properties.

With nondistortionary user charges, the first best and second best of a single-club-exogenous-income economy with identical individuals coincide. They differ if incomes differ. Overprovision of a superior club good then occurs in the Second Best.

We estimate an alternative type of monetary policy rule according to which the central bank targets a discounted infinite sum of expected inflation and output gaps. Empirical results suggest that the Fed has a mean forward horizon of 4 to 8 quarters.

A New-Keynesian model with deep habits and optimal monetary policy delivers a larger-than-1 fiscal multiplier and consumption crowding in. Optimized Taylor-type rules dominate a conventional Taylor rule. Consumption is crowded out if the Taylor rule is suboptimal or if commitment is absent.