In this paper, we utilize the notion of "effective global regularity" and the intuition stemming from Cooper and McLaren (1996)'s General Exponential Form to develop a family of "composite" (product and ratio) direct, inverse and mixed demand systems. Apart from having larger regularity regions,...

This paper utilizes the notion of effective global regularity and the intuition stemming from Cooper and McLaren (1996)'s General Exponential Form to develop a family of composite (product and ratio) direct, inverse and mixed demand systems. Apart from having larger regularity regions, the...

To allow realistic policy simulations in a changing environment, inverse demand systems must remain regular over substantial variations in quantities. The distance function is a convenient vehicle for generating such systems. While its use directly yields Hicksian inverse demand functions, those...

In the case of input demand systems based on specification of technology by a Translog cost function, it is common to estimate either a system of share equations alone, or to supplement them by the cost function. By adding up, one of the share equations is excluded. In this paper it is argued...

In this article we advocate more extensive use of the benefit function in specifying price-dependent or inverse demand models. In particular, we demonstrate how duality theory may be used to establish the inter-relationships between the Marshallian (or Hicksian) inverse demands and Luenberger's...