We construct a game of noncooperative common-resource exploitation which delivers analytical solutions for its symmetric Markov-perfect Nash equilibrium. We examine how introducing uncertainty to the natural law of resource reproduction affects strategic exploitation. We show that the commons...

We study the impact of uncertainty on the strategies and dynamics of symmetric noncooperative games among players who exploit a non-excludable resource that reproducesunder uncertainty. We focus on a particular class of games that deliver a unique Nash equilibrium in linear-symmetric strategies...

We study the impact of uncertainty on the strategies and dynamics of symmetric non-cooperative games among players who exploit a non-excludable resource that reproduces under uncertainty. We focus on a particular class of games that deliver a Nash equilibrium in linear-symmetric strategies of...

We study the effect of changing income on optimal decisions in the multidimensional expected utility framework with strongly separable preferences. Using the Kihlstrom and Mirman (1974) (KM) utility representation, we show that the effect of changing income can be decomposed into a modified...

We revisit the analysis of discrete comparative statics effects in the classical consumer expenditure minimization framework, using techniques that exploit the order and lattice properties of the problem, without reference to topological properties. It is shown that these comparative statics...

This paper addresses the classic Arrow-Pratt model of choice under uncertainty, relaxing one important condition, and using different tools. The condition relaxed is the single variable in preferences, by allowing for imperfect substitutability in preferences. The tools used are not topological...