We introduce a new class of quot;increasing elasticity of substitutionquot; (IES) preferences to model product differentiation. In a monopolistic competition setting a la Dixit - Stiglitz (1977) we find that, even under constant returns to scale and complete information, a rise in the number of...

We study imperfect and monopolistic competition with asymmetric preferences over a variety of goods provided by heterogeneous firms. We show how to compute equilibria through the Morishima elasticities of substitution. Simple pricing rules and closed-form solutions emerge under monopolistic...

We present preferences exhibiting a so-called subordinate good, namely a commodity that receives a negative price-cost margin according to Ramsey pricing. We also show that they deliver Ramsey quantities proportional to the efficient ones

We provide a unified approach to imperfect (monopolistic, Bertrand and Cournot) competition equilibria with demand functions derived from symmetric preferences over a large but finite number of goods. The equilibrium markups depend on the Morishima Elasticity of Substitution/Complementarity...