This paper investigates the properties of demand functions generated by nonlinear budget constraints, and relates them to those of demand functions generated by linear budget constraints. The analysis shows that the properties of "nonlinear" and "linear" demand functions in some respects are similar, but in other respects differ substantially. The study gives conditions under which properties of the "linear" demand functions carry over to the "nonlinear" ones. The implications for the "nonlinear" demand functions of various separability assumptions are also studied. Copyright 1989 by Economics Department of the University of Pennsylvania and the Osaka University Institute of Social and Economic Research Association.
A problem of existence and characterization of solutions of optimal growth models in many sector eco...
The present paper studies existence and characterization of efficient paths in infinite-horizon econ...
AbstractA problem of existence and characterization of solutions of optimal growth models in many se...
Using method of Lagrange multipliers and applying first-order necessary conditions as well as second...
An economy consisting of two different types of consumers and one publicly owned natural monopoly is...
This paper derives closed-form solutions for the total consumption-expenditure function (i.e. aggreg...
This study deals with comparative statics of the consumer’s demand. According to Lan-caster [1966, J...
With the advent of the almost ideal demand system (AIDS) of Deaton and Muellbauer, the estimation of...
Economists sometimes find themselves in the position of having to extend the neoclassical model of c...
Comparative static properties of the optimal Mirrleesian nonlinear income tax are ob-tained for a ni...
We show that a demand function is derived from maximizing a quasilinear utility function subject to ...
These are additional notes relating to the paper ‘The Comparative Statics of Constrained Optimizatio...
Optimality conditions and comparative static properties of the Mirrleesian optimal nonlinear in-come...
Several contemporary models of consumer demand comprise complete sets of nonlinear demand functions....
Optimality conditions and comparative static properties of the optimal Mirrleesian nonlinear income ...
A problem of existence and characterization of solutions of optimal growth models in many sector eco...
The present paper studies existence and characterization of efficient paths in infinite-horizon econ...
AbstractA problem of existence and characterization of solutions of optimal growth models in many se...
Using method of Lagrange multipliers and applying first-order necessary conditions as well as second...
An economy consisting of two different types of consumers and one publicly owned natural monopoly is...
This paper derives closed-form solutions for the total consumption-expenditure function (i.e. aggreg...
This study deals with comparative statics of the consumer’s demand. According to Lan-caster [1966, J...
With the advent of the almost ideal demand system (AIDS) of Deaton and Muellbauer, the estimation of...
Economists sometimes find themselves in the position of having to extend the neoclassical model of c...
Comparative static properties of the optimal Mirrleesian nonlinear income tax are ob-tained for a ni...
We show that a demand function is derived from maximizing a quasilinear utility function subject to ...
These are additional notes relating to the paper ‘The Comparative Statics of Constrained Optimizatio...
Optimality conditions and comparative static properties of the Mirrleesian optimal nonlinear in-come...
Several contemporary models of consumer demand comprise complete sets of nonlinear demand functions....
Optimality conditions and comparative static properties of the optimal Mirrleesian nonlinear income ...
A problem of existence and characterization of solutions of optimal growth models in many sector eco...
The present paper studies existence and characterization of efficient paths in infinite-horizon econ...
AbstractA problem of existence and characterization of solutions of optimal growth models in many se...