In this paper attention is paid to the interpretation of simultaneous-equation models. By choosing a specific variance-covariance structure of the disturbances each equation can be given a conditional expectation interpretation. In this case there is no identification problem. The relation to the REID-systems (introduced by Wold) and to the Cowles Commission interpretation is pointed out. The ideas are illustrated by means of three simple models
We show in this paper that the treatment of conditional heteroskedasticity inside nonlinear systems ...
This paper studies simultaneous equations models for two or more discrete outcomes. These models may...
Title: Numerical study on simultanious equations Author: Vojtěch Šaroch Department: Department of Pr...
In this paper attention is paid to the interpretation of simultaneous-equation models. By choosing a...
AbstractIn this paper attention is paid to the interpretation of simultaneous-equation models. By ch...
This paper is a revision of an earlier version presented at the European Econometric Meetings, 198
We present new identification results for a class of nonseparable nonparametric simultaneous equation...
We consider identification in a class of nonseparable nonparametric simultaneous equations models int...
In simultaneous equations model, multicollinearity and status of identification of the equations hav...
Proceeding from the viewpoint that the parameters to be estimated should be uniquely determined, we ...
textabstractOne of the most important functions of a simultaneous equation model is prediction the v...
In simple static linear simultaneous equation models, the empirical distributions of IV and OLS are ...
In this paper we show how the analysis of identification of simultaneous systems of equations with d...
This paper considers identification in parametric and nonparametric models, with additive or nonaddi...
This paper studies simultaneous equations models for two or more discrete outcomes. These models may...
We show in this paper that the treatment of conditional heteroskedasticity inside nonlinear systems ...
This paper studies simultaneous equations models for two or more discrete outcomes. These models may...
Title: Numerical study on simultanious equations Author: Vojtěch Šaroch Department: Department of Pr...
In this paper attention is paid to the interpretation of simultaneous-equation models. By choosing a...
AbstractIn this paper attention is paid to the interpretation of simultaneous-equation models. By ch...
This paper is a revision of an earlier version presented at the European Econometric Meetings, 198
We present new identification results for a class of nonseparable nonparametric simultaneous equation...
We consider identification in a class of nonseparable nonparametric simultaneous equations models int...
In simultaneous equations model, multicollinearity and status of identification of the equations hav...
Proceeding from the viewpoint that the parameters to be estimated should be uniquely determined, we ...
textabstractOne of the most important functions of a simultaneous equation model is prediction the v...
In simple static linear simultaneous equation models, the empirical distributions of IV and OLS are ...
In this paper we show how the analysis of identification of simultaneous systems of equations with d...
This paper considers identification in parametric and nonparametric models, with additive or nonaddi...
This paper studies simultaneous equations models for two or more discrete outcomes. These models may...
We show in this paper that the treatment of conditional heteroskedasticity inside nonlinear systems ...
This paper studies simultaneous equations models for two or more discrete outcomes. These models may...
Title: Numerical study on simultanious equations Author: Vojtěch Šaroch Department: Department of Pr...