For an overlapping generations economy with varying life-cycle productivity, non-stationary endowments, continuous time starting at <InlineEquation ID="IEq1"> <EquationSource Format="TEX">$$-\infty $$</EquationSource> </InlineEquation> (hence allowing for full anticipation), constant-returns-to-scale production and <Emphasis Type="SmallCaps">ces utility, we fully characterise equilibria where output is higher...</emphasis></equationsource></inlineequation>

A budget, i.e., spending by category, is prepared by the cabinet of (three key) ministers. The finance minister wants to minimize total spending, while the rest have single-peaked preferences over budgets and each views his own spending as relatively more important. The goal is to understand...

For two independent principles of intergenerational equity, the implied discount rate equals the growth rate of real per capita income, say, 2%, thus falling right into the range suggested by the U.S. Office of Management and Budget. To prove this, we develop a simple tool to evaluate small...

For an overlapping generations economy with varying life-cycle productivity, non-stationary endowments, continuous time starting at _∞ (hence allowing for full anticipation), constant-returns-to-scale production and CES utility we fully characterise equilibria where output is higher than...

The main result is that the golden rule equilibrium (GRE) is Pareto optimal (in the classical sense) in an overlapping generations (OG) model with constant-returns-to-scale production, transfers, arbitrary life-time productivity and CES instantaneous felicity. In addition, we extend Cass and...

For an overlapping generations economy with varying life-cycle productivity, non-stationary endowments, continuous time starting at infinity (hence allowing for full anticipation), constant-returns-to-scale production and ces utility we fully characterise equilibria where output is higher than...