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Prosperity and Depression.pdf

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AnalYsis of TheoriesPart ITo explain the business cycle, or any change of the economicsystem over time, we need either a law about a (cyclical) change incertain data or a dynamic theory. In the first case, we speak ofan " exogenous" theory of the cycle. (See Chapter I.) Theparadigma is the weather theory of the cycle. But explanationsof this sort can be discarded at once as insufficient.By a dynamic theory, we mean" a theory that explains how onesituation grows out of the foregoing. In this type of analysis, weconsider not only a set ofmagnitudes in a given point of time <strong>and</strong>study the interrelations between them, but we consider the magnitudesof certain variables in different points of time, <strong>and</strong> weintroduce certain equations which embrace at the same time severalof these magnitudes belonging to different instants."l We mayalso say that a theory is dynamic, if a magnitude is explained byanother relating to an earlier (or, more generally, to another)point of time. In still other words : if there are lags in the causalnexus. If we say, for instance, that the volume of production (ofa particular commodity or of commodities in general) is governedby .the relation of cost <strong>and</strong> prices, we obviously must allow for acertain lag : cost <strong>and</strong> prices to-day govern production to-morrow.The acceleration principle is a dynamicrelationship: investmentis explained by a previous change in dem<strong>and</strong> for the product.The" multiplier relationship" may be formulated dynamically, byallowing a time-lag between investment <strong>and</strong> the resulting increasein consumption dem<strong>and</strong>. (In Mr. KEYNES' system, it will berecalled, it is a timeless terminological rule; only incidentally aresome remarks made about the probable change of the value ofdetail the process of transition from one equilibrium to the other (e.g.,in Marshallian manner, by distinguishing between short- <strong>and</strong> longperiodeffects) marks the first step towards a " dynamisation " of statictheory. For it leads inevitably to the recognition of the fact that, as theresult of certain reactions, the process of transition, <strong>and</strong> hence the finalequilibrium, may be different. It also suggests that, after a given changein the data, a stable position will be reached only under special assumptions(stability conditions), which cannot be taken for granted withoutcareful analysis.1 Frisch, loco cit., page 171. Tinbergen formulates : U A theory [iscalled] , dynamic' when variables relating to different moments appearin one equation" (loc. cit., page 241).

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