Collective efficiency and increasing returns

Recent research on industrial clusters in developing countrieshas unearthed some notable success stories of small local enterprisesgrowing fast and competing in export markets. This paper focuseson some conceptual and theoretical points which help to explainthem. The discussion is conducted with a view to building abridge to current mainstream economics.     

Decentralized resource allocation and increasing returns

We study the possibility of designing a decentralized resource allocation mechanism that yields optimal solutions in economies with increasing returns. After a brief review of the mechanisms already designed to cope with nonconvexities, we find out that either they fail to provide efficient solutions in Koopmans' sense, or else they use extremely complex messages. The question arises whether it is possible to define a nonwasteful and privacy-preserving mechanism over a class of environments with increasing returns using finite-dimensional vectors as messages. We show that the answer is no.     

Computing equilibria with increasing returns

This paper shows how standard algorithms for solving economic general equilibrium models may be modified so as to solve models in which some or all industries have increasing returns to scale. The modification requires that some quantities as well as prices be quoted by the algorithmic auctioneer. It is applicable to a wide range of models in which firms pricing behavior follows simple rules. As an illustration of the technique a small general equilibrium model with increasing returns is presented and solved numerically.     

Rational rationing and increasing returns an example

The paper gives an example of an economy where it is rational for a monopolist to control a competitive agent by setting both prices and quantities supplied. There are increasing returns in production, and the competitive agent has a discontinuous offer curve. The monopolist reaches points in the discontinuity by rationing.     

Liquidity constraint, increasing returns and endogenous fluctuations

In this paper we show that local indeterminacy, endogenous fluctuations, and periodic and quasi-periodic orbits may emerge in a one-sector infinite-horizon competitive economy where (1) at the end of each period agents must hold a share of their wealth in the form of money and (2) technology exhibits increasing returns to scale. In contrast to other contributions on this subject, we find that such phenomena occur when consumption is intertemporally substitutable and labour is supplied inelastically. The scope for indeterminacy depends basically on the fact that, in view of the financial constraint, total returns on investment represent a weighted average of capital marginal productivity and deflation, and the latter is positively related to the rate of growth of capital.     

Accumulation of knowledge and increasing returns in neoclassical models

In the mid 1980s there was a remarkable revival of interest in growth theory. A relevant strand of new literature is characterized by the departure from the assumption of diminishing returns of capital or, more generally, of the accumulated factor. In this paper we will see how the neoclassical theorists incorporated the idea of increasing returns in the formal models of economic growth, already an important question in the sixties. The central point is that the recent recognition of the importance of this notion is not new but now depends on the vision of economic growth as driven by knowledge accumulation and no longer by capital accumulation as in the Solovian tradition. I would like to thank the referee for valuable comments and suggestions.     

Game theoretic modeling of increasing returns to scale

This paper surveys the analysis, by means of cooperative game theory, of economies in which there are increasing returns to scale. In the first section necessary and sufficient conditions for the existence of a core of a general equilibrium economy are considered. In the second section, the partial equilibrium approach to increasing returns production, which developed along with the natural monopoly literature, is surveyed. The close relationship between the general equilibrium and partial equilibrium approaches is emphasized.     

Cournot equilibrium in large markets under increasing returns

We consider Cournot partial equilibria in large markets where firms have decreasing average costs. It is shown that the outcome of competition is approximatelyefficient if entry is free.     

The multiplant firm with increasing returns to scale

The paper analyzes allocation among plants whose production is characterized by “nicely convex-concave production functions” (intended to fulfill the property of initial increasing returns to scale followed by subsequent decreasing returns to scale). Necessary conditions for optimal allocation are derived. The complete solution is given for the simplified case of identical plants, and examples show the various possibilities that may arise. The relative difficulty of solution for even the simplest case emphasizes the problem of applying our economic theories to the real world.     

Competition,Fisher's Principle and increasing returns in the selection process

This paper explores the relationship between increasing returns and structural change in the context of an explicitly evolutionary model. The central theme concerns the behaviour of a population of competing firms which is elaborated in terms of Fisher's Principle, the rate of change of the moments of this population distribution are functionally related to higher order moments of the. distribution. Different kinds of increasing returns are distinguished and it is shown how they influence the dynamics of selection. The basic principles here are those of replicator dynamic, systems, and it is shown how the Fisher Principle interacts with the more familiar Kaldor/Verdoorn principles of endogenous growth.     

Buchanan on monetary constitutions

Buchanan’s reflections on monetary issues have been mostly neglected, despite their great interest both per se and for a deeper understanding of his general constitutional endeavour. We will thus propose a comprehensive assessment of Buchanan’s writings on this topic, focusing in particular on the different political models that have been developed to argue in favour of constitutional constraints on the governmental power to create money and on the implications that one can draw from our author’s monetary papers for the structure and the objectives of his constitutional discourse more generally.

The indeterminacy of equilibrium city formation under monopolistic competition and increasing returns

We study the indeterminacy of equilibrium in the Fujita–Krugman [When is the economy monocentric?: von Thünen and Chamberlin unified, Reg. Sci. Urban Econ. 25 (1995) 505–528] model of city formation under monopolistic competition and increasing returns. Both the number and the locations of cities are endogenously determined. Assuming smooth transportation costs, we examine equilibria in city-economies where a finite number of cities form endogenously. For any positive integer K, the set of equilibria with K distinct cities has a smooth manifold of dimension K-1 as its interior for almost all parameter values in a regular parameterization. The disjoint union of these sets over all positive integers K constitutes the entire equilibrium set.     

Consumption externality and indeterminacy under increasing returns to scale and endogenous capital depreciation

This paper incorporates negative consumption externality embodying “jealousy” and “running away from the Joneses” into Guo and Lansing (2007)'s model with production externality and endogenous depreciation, and examines how consumption externality helps to generate equilibrium indeterminacy together with production externality. Specifically, the existence of consumption externality reduces the upper and lower bounds of production externality for local indeterminacy, and when the degree of consumption externality increases, the upper and lower bounds of production externalities for local indeterminacy are both reduced.