fullscreen: Study week on the econometric approach to development planning

SEMAINE D’ ETUDE SUR LE ROLE DE L’ANALYSE ECONOMETRIQUE ETC, 403 
observations generally available relative to the number of pre- 
determined variables, if all lagged endogenous variables are 
treated as predetermined. 
In addition, if lagged endogenous variables are so treated, 
then we have already seen that such treatment raises consider- 
able difficulties in the likely presence of serial correlation of 
the disturbances. On the other hand, economy-wide models 
are generally sufficiently closed to make their equations uniden- 
tifiable if only truly exogenous variables are treated as instru- 
ments. 
We shall discuss the problems raised by serial correlation 
in the next section which will be concerned with the question 
of how instrumental variables should be chosen in practice to 
avoid inconsistency. In the present section, we shall discuss 
the properties of the limited-information estimators ignoring 
these problems. Such a discussion is not rendered irrelevant 
by the practical difficulty of using all variables that are not 
current endogenous ones as instruments when the number of 
observations is relatively limited. This is so because given the 
variables which are to be treated as predetermined, treatment 
of all remaining variables as endogenous results in a situation 
in which every known limited-information estimator has its pre- 
cise counterpart (#2). Thus, for example, if only certain lagged 
endogenous and exogenous variables are to be used, replacing 
every other (save the normalized one) in a given equation by 
its value as computed from a multiple regression on the instru- 
ments and then regressing the normalized variable on the re- 
sulting variables provides the exact analogue of two-stage least 
squares. 
Of course. in such a situation, and especially where serial 
(3) It must be admitted, however, that if different predetermined va- 
riables are used in replacing each included endogenous variable (as suggested 
below), them it is not clear how limited-information maximum likelihood 
carries over to such cases. Fortunately, this will not matter for our 
purposes 
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Fisher - pag. 1g
	        
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