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Money and Markets: Essays in Honor of Leland B. Yeager

Money and Markets: Essays in Honor of Leland B. Yeager

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200 Roger W. Garrison<strong>in</strong>terest is not itself parametric but rather is an endogenous variable that respondsto parametric changes – <strong>in</strong> resource availabilities, technology, <strong>and</strong> sav<strong>in</strong>g preferences.Though the possibilities <strong>of</strong> reswitch<strong>in</strong>g may add a special twist to theproblem <strong>of</strong> measur<strong>in</strong>g capital, the problem rema<strong>in</strong>s even <strong>in</strong> the absence <strong>of</strong> thetwist. Measur<strong>in</strong>g capital summarily <strong>in</strong> physical dimensions, value dimensions, oramorphous dimensions each have their fail<strong>in</strong>gs. As measures <strong>of</strong> aggregate capital,dollars per mach<strong>in</strong>e-hour, dollars per dollar-year, <strong>and</strong> dollars per dose serve aswarn<strong>in</strong>gs about the problems rather than as solutions to them.A satisfactory solution, <strong>in</strong> my judgment, requires a theory that (1) takes explicitaccount <strong>of</strong> the time dimension <strong>in</strong> the production process <strong>and</strong> (2) takes the <strong>in</strong>terestrate as a market-determ<strong>in</strong>ed allocator <strong>of</strong> sav<strong>in</strong>g among different, temporallydef<strong>in</strong>ed uses.A time-dependent capital reckon<strong>in</strong>gCohen <strong>and</strong> Harcourt simply reject the neoclassical theory, with its paradox-riddledaggregate production function. They <strong>of</strong>fer as a viable alternative the classicaltheory <strong>of</strong> Ricardo <strong>and</strong> Sraffa, with its attention to class <strong>and</strong> the allocation <strong>of</strong> thesurplus. In his “Summ<strong>in</strong>g Up” article, Samuelson deals with the neoclassical <strong>and</strong>Austrian views <strong>of</strong> production, focus<strong>in</strong>g importantly on the time dimension <strong>of</strong> theproduction process as set out by the Austrians. He refers to Böhm-Bawerk no fewerthan sixteen times <strong>and</strong> mentions the Austrians more broadly another ten times.If the Austrian-fashioned sequence <strong>of</strong> <strong>in</strong>puts exhibits reswitch<strong>in</strong>g, then the neoclassicalcapital-to-output ratio (<strong>and</strong> the aggregate production function) entailsmisbehavior <strong>of</strong> the (physically def<strong>in</strong>ed) capital <strong>in</strong>put. In his conclud<strong>in</strong>g section,Samuelson is not <strong>in</strong>cl<strong>in</strong>ed to recommend a return to classical modes <strong>of</strong> thought.Instead, he waxes philosophical about “scholars [not be<strong>in</strong>g] born to live an easyexistence” (p. 583).Surely, the relevant contrast is not that between classical theory <strong>and</strong> neoclassicalcum-Austriantheory. It is rather that between neoclassical theory, <strong>in</strong> which capitalis aggregated for <strong>in</strong>clusion <strong>in</strong> a production function, <strong>and</strong> Austrian theory, <strong>in</strong> whichcapital is temporally disaggregated <strong>in</strong> order to account for movements <strong>of</strong> capitalwith<strong>in</strong> a capital structure. Especially <strong>in</strong> view <strong>of</strong> the fact that capital – or wait<strong>in</strong>g –has two dimensions (value <strong>and</strong> time) that can change <strong>in</strong> different proportionsdepend<strong>in</strong>g upon the particulars <strong>of</strong> the case, it is critical to ma<strong>in</strong>ta<strong>in</strong> the dist<strong>in</strong>ctionsamong the various temporally def<strong>in</strong>ed capital <strong>in</strong>puts.As Cohen <strong>and</strong> Harcourt (2003a: 200) recognize, the neoclassical productionfunction cont<strong>in</strong>ues to be used today – <strong>in</strong> endogenous growth theories <strong>and</strong> <strong>in</strong> realbus<strong>in</strong>ess cycle theory. Tell<strong>in</strong>gly, this particular piece <strong>of</strong> neoclassicism was <strong>in</strong>troduced<strong>in</strong>to modern macroeconomic thought as a foil aga<strong>in</strong>st which to promote theKeynesian mode <strong>of</strong> th<strong>in</strong>k<strong>in</strong>g. A quarter <strong>of</strong> a century after the appearance <strong>of</strong>the General Theory, Gardner Ackley (1961) recreated pre-Keynesian thought bycomb<strong>in</strong><strong>in</strong>g the production function with a supply-<strong>and</strong>-dem<strong>and</strong>-determ<strong>in</strong>edemployment level <strong>and</strong> a quantity-<strong>of</strong>-money-determ<strong>in</strong>ed price level. Employ<strong>in</strong>gthe familiar Q = f (K, L), where the capital <strong>in</strong>put (K ) is given, Ackley showed that

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