Past parametric tests of demand system rank employed polynomial Engel curve systems. However, by Gorman's (1981) theorem, the maximum possible rank of a utility derived polynomial demand system is three. The present paper proposes a class of demand systems that are utility derived, are close to polynomial, and have rank four. These systems nest rational polynomial demands, and so can be used to test ranks up to four. These systems are suitable for applications where high rank is likely, such as demand systems involving a large number of goods. A test of rank using this new class of systems is applied to UK consumer demand data.demand systems, rank, utility functions, Engel curves
Gorman's class of Engel curve demand models is extended to incomplete demand systems. The Gorman cla...
This paper proposes the first ever empirical specification of a trigonometric demand system. The new...
This paper analyzes consumer demand using a Quadratic Almost Ideal Demand System (QUAIDS), which is ...
Abstract: A class of demand systems based on simple parametric specification of the indirect utility...
We extend the set of full rank nominal and deflated income demand systems to rational demand systems...
Empirical demand analysis is usually conducted in the context of the perennial trade-off between reg...
I find evidence for an Engel curve rank of 3 in both historical and recent data within the context o...
Rank R demand systems that are either conditioned on some good (such as durables) or are separable f...
Measuring the degree of price coordination between firms in a differentiated products industry is pa...
I find evidence for an Engel curve rank of three in both historical and recent data within the conte...
International audienceIn this paper we consider a joint model for frequency of purchase and consumer...
A rational rank four AIDS model (RAIDS) is used to estimate consumer demands for final goods and ser...
For theoretical as well as empirical reasons it is often useful to study special classes of systems ...
We develop a method for estimation of price reactions using unit value data which exploits the impli...
SIGLEAvailable from British Library Document Supply Centre- DSC:4363.3435(IFS-WP-W--92/14) / BLDSC -...
Gorman's class of Engel curve demand models is extended to incomplete demand systems. The Gorman cla...
This paper proposes the first ever empirical specification of a trigonometric demand system. The new...
This paper analyzes consumer demand using a Quadratic Almost Ideal Demand System (QUAIDS), which is ...
Abstract: A class of demand systems based on simple parametric specification of the indirect utility...
We extend the set of full rank nominal and deflated income demand systems to rational demand systems...
Empirical demand analysis is usually conducted in the context of the perennial trade-off between reg...
I find evidence for an Engel curve rank of 3 in both historical and recent data within the context o...
Rank R demand systems that are either conditioned on some good (such as durables) or are separable f...
Measuring the degree of price coordination between firms in a differentiated products industry is pa...
I find evidence for an Engel curve rank of three in both historical and recent data within the conte...
International audienceIn this paper we consider a joint model for frequency of purchase and consumer...
A rational rank four AIDS model (RAIDS) is used to estimate consumer demands for final goods and ser...
For theoretical as well as empirical reasons it is often useful to study special classes of systems ...
We develop a method for estimation of price reactions using unit value data which exploits the impli...
SIGLEAvailable from British Library Document Supply Centre- DSC:4363.3435(IFS-WP-W--92/14) / BLDSC -...
Gorman's class of Engel curve demand models is extended to incomplete demand systems. The Gorman cla...
This paper proposes the first ever empirical specification of a trigonometric demand system. The new...
This paper analyzes consumer demand using a Quadratic Almost Ideal Demand System (QUAIDS), which is ...