Full text: The statistical verification of social and economic theory

14 
THE STATISTICAL VERIFICATION OF 
Wesley Mitchell discusses whether the view, held by 
many statistical economists to-day, that the function of 
statistics is to provide a statistical complement for 
economics and not to recast economic theory, is sound. 
He bases his preference for the most radical suggestion 
on a very suggestive consideration of what has happened 
in physics. 
¢ The mechanical view involves the notions of same- 
ness, of certainty, of invariant laws ; the statistical 
view involves the motions of variety, of probability, 
of approximations. Yet Clerk-Maxwell’s * new kind 
of uniformity > was found to yield results in many 
physical problems which corresponded closely to results 
attained on mechanical lines. 
“Such a close correspondence between the results 
based on speculation and the results based on statisti- 
cal observation is not to be expected in economies, for 
three reasons. First, the cases summed up in our 
statistics seldom if ever approach in number the mil- 
lions of millions of molecules, or atoms, or electrons 
of the physicist. Second, the units in economic aggre- 
gates are less similar than the molecules or atoms of 
a given element. Third, we cannot approach closely 
the isolation practices of the laboratory. For these 
reasons the elements of variety, of uncertainty, of 
imperfect approximation are more prominent in the 
statistical work of the social sciences than in the 
statistical work of the natural sciences. 
¢ And because our statistical results are so marked 
by these imperfections they do not approach so closely 
to the results of our reasoning on the basis of assumed 
premises. Hence the development of statistical method 
may be expected to make more radical changes in 
economic than it makes in physical theory.’ 
The analysts reach their mass generalizations about 
markets and demand by considering the individual’s 
behaviour and multiplying him into results which can 
never be precise, whereas the statistician slips the in- 
dividual stage and treats of masses and modes direct.
	        
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