Factor inputs often generate joint products (by-product) that impair production. In some cases, called strong input-generated production externalities in this paper, these negative effects can be so strong that full use of factors becomes ineffcient, and therefore factor use along the production possibility frontier (PPF) is endogenously determined. This paper examines monotonicity, continuity, convexity and other properties of the PPF in such situation. I show that the PPF is strictly decreasing and continuous, but may jump at the corner. The PPF is convex if the by-product generation function is quasi-concave. Moreover, the PPF is either entirely strictly convex or linear if the by-product generation function is linear.29 p
This paper examines a model of optimal growth where the aggrega-tion of two separate well behaved an...
The explanation of productivity differentials is very important to identify the economic conditions ...
The extensions to the variable (VRS) and the constant (CRS) returns-to-scale models developed by Ban...
Factor inputs often generate joint products (by-product) that impair production. In some cases, call...
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In terms of convex analysis the revenue function of a country with a given factor endowment may be s...
This note describes how a convex N-input- M-output production possibility frontier can be locally ap...
While economic theory acknowledges that some features of technology (e.g., indivisibilities, economi...
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An input is inferior if and only if an increase in its price raises all marginal productivities. A s...
We consider a private ownership production economy with consumption and production externalities. Ea...
International audienceThis paper examines a model of optimal growth where the aggregation of two sep...
We consider a private ownership production economy with consumption and production externalities. Ea...
The extensions to the variable (VRS) and the constant (CRS) returns-to-scale models developed by Ban...
This paper examines a model of optimal growth where the aggrega-tion of two separate well behaved an...
The explanation of productivity differentials is very important to identify the economic conditions ...
The extensions to the variable (VRS) and the constant (CRS) returns-to-scale models developed by Ban...
Factor inputs often generate joint products (by-product) that impair production. In some cases, call...
The production-possibility frontier is strictly concave and negatively sloped if two commodities are...
This paper makes both a methodological as well as a substantive contribution to the literature on th...
In terms of convex analysis the revenue function of a country with a given factor endowment may be s...
This note describes how a convex N-input- M-output production possibility frontier can be locally ap...
While economic theory acknowledges that some features of technology (e.g., indivisibilities, economi...
Abstract: In terms of convex analysis the revenue function of a country with a given factor endowmen...
An input is inferior if and only if an increase in its price raises all marginal productivities. A s...
We consider a private ownership production economy with consumption and production externalities. Ea...
International audienceThis paper examines a model of optimal growth where the aggregation of two sep...
We consider a private ownership production economy with consumption and production externalities. Ea...
The extensions to the variable (VRS) and the constant (CRS) returns-to-scale models developed by Ban...
This paper examines a model of optimal growth where the aggrega-tion of two separate well behaved an...
The explanation of productivity differentials is very important to identify the economic conditions ...
The extensions to the variable (VRS) and the constant (CRS) returns-to-scale models developed by Ban...