University of Groningen A note on technology shocks and the Great Depression Inklaar, Robert; de Jong, Harmen; Gouma, Fokke Reitze Published in: Journal of Economic History IMPORTANT NOTE: You are advised to consult the publisher's version (publisher's PDF) if you wish to cite from it. Please check the document version below. Document Version Final author's version (accepted by publisher, after peer review) Publication date: 2016 Link to publication in University of Groningen/UMCG research database Citation for published version (APA): Inklaar, R., de Jong, H., & Gouma, F. R. (2016). A note on technology shocks and the Great Depression. Journal of Economic History, 76(3), 934-936. Copyright Other than for strictly personal use, it is not permitted to download or to forward/distribute the text or part of it without the consent of the author(s) and/or copyright holder(s), unless the work is under an open content license (like Creative Commons). Take-down policy If you believe that this document breaches copyright please contact us providing details, and we will remove access to the work immediately and investigate your claim. Downloaded from the University of Groningen/UMCG research database (Pure): http://www.rug.nl/research/portal. For technical reasons the number of authors shown on this cover page is limited to 10 maximum. Download date: 15-06-2017 AnoteontechnologyshocksandtheGreatDepression RobertInklaar,HermandeJongandReitzeGouma March2016 ThepaperbyShingoWatanabe(2016)analyseswhethertechnologyshocks–theprimedriver of business cycles in Real Business Cycles (RBC) models – could have set off the Great Depression,addingtoarecentdiscussioninthisJOURNAL.Inlinewithourownwork(Inklaar, deJongandGouma,2011),heconcludesthatanappropriatelyconstructedtechnologyseries doesnothavethepositiverelationshipwithfactorinputsthatisrequiredforRBCmodelsto holdtrue. HispaperandoursareinspiredbytheworkofBasu,FernaldandKimball(BFK,2006),who analysethesamequestion(“aretechnologyshockscontractionary?”)andweeachreachthe sameconclusionsasBFKdidforthepost-WorldWarIIperiod.However,comparedwiththe ‘goldstandard’ofBFK,analysingthepre-WWIIperiodrequirescompromises;forinstance, regardingthedata.Inourpaper,thisledustoanalysebiennialcensusdataongrossoutput and inputs for 19 manufacturing industries for the 1919–1939 period, which precluded us fromanalysingannualfluctuations.Watanabe(2016)usedannualvalueaddeddataforthe private non-farm sector for the period 1892–1996, which requires assumptions regarding technology.NeitherempiricalsettingmatchesBFK’sannualindustry-leveldatawhichcovered theentirenon-farmsectorafterWWII,buttakentogetherthepaperofWatanabe(2016)and ourown(Inklaar,deJongandGouma,2011)presentacompellingcaseagainstRBCmodels oftheGreatDepression. AlthoughWatanabe(2016,p.17)arguesthatourresults“maybepartlyduetocoincidence”, wewouldarguethatthecriticismsraiseddonotwarrantsuchadrasticassertionandthat, instead,thetwopapersshouldbeseenasprovidingconvincingandcomplementaryevidence. Comparing the empirical analyses, Watanabe argues that we should have run a weighted regressionandexcludedoilpricesasaninstrument.Yetbothchangeswouldhaveledtoa fairlymodestincreaseintheestimatedreturntoscale(from1.17to1.23)withnoeffecton ourfindings.1Anothercriticismisthatthechangeinhis(non-farmsector)technologyseries isdifferentlysignedthaninour(manufacturing)technologyseriesinmanyperiods.However, thereareveryfewyearsinwhichthesignofnon-farmtechnologychangecanbedetermined 1 Detailsavailableonrequest,oreasilyestimatedfromtheonlinedatasettoourpaper. with(statistical)confidence(Watanabe,2016;Figure1)andnocompellingreasonwhythe signsshouldmatchinthetwodifferentsectors.Theargumentthatweshouldhavebeenable torecoveran(effectively)one-yearnegativeresponseoftechnologyonhoursworkedwith biennialdataisevenlessconvincing.2 A larger discussion is whether our specification lets us adequately capture unmeasured changes in input utilization. It is true that by not finding a significant effect of changes in averagehourspaidperworker,wecannotfollowthesameidentificationstrategyasBFKand Watanabe,endingup,rather,withadifferentspecificationthanthetheoreticalideal.Atthe sametime,inhisanalysis,Watanabehastoresorttostringentassumptionsaboutproduction technology; specifically that intermediate inputs and factor inputs are used in strict proportion.Suchanassumptionhasbeenrepeatedlyrejectedintheliterature,includingin ourworkwhenwedemonstratethebiasincoefficientswhenestimatingourparametersina valueaddedratherthanagrossoutputframework(Inklaar,deJongandGouma,2011,page 847andOnlineAppendixTable8). Itisnothardtocomeawayfromthisdiscussionwithasenseofdisappointmentaboutthe qualityofthedataavailabletoholdthisdebate.However,wewouldofferamoreoptimistic conclusion,namelythatwhatevertheshortcomingsintheanalyses,theyareapparentlynot criticaltothecentralargumentofthesetwopapers.Andthefactthattwostudies,eachwith itsownlimitations,comestotheconclusionthattechnologyshocksdidnotdrivetheGreat Depressionshouldcertainlybeconsideredscholarlyprogress. References Basu, Susanto, John G. Fernald, and Miles S. Kimball. “Are Technology Improvements Contractionary?”AmericanEconomicReview96,no.5(2006):1418–48. Inklaar,Robert,HermandeJong,andReitzeGouma.“DidTechnologyShocksDrivetheGreat Depression?ExplainingCyclicalProductivityMovementsinU.S.Manufacturing,19191939.”JournalofEconomicHistory71,no.4(2011):827-858. Watanabe, Shingo. “Technology Shocks and the Great Depression” forthcoming Journal of EconomicHistory,(2016). 2 Inaregressionoftechnology𝑧onhoursworkedℎ,theparameterofinterestis𝛽$ inlog ℎ( − ℎ(*$ ≡ 𝑑ℎ( = 𝛽$ 𝑑𝑧( + 𝛽/ 𝑑𝑧(*$ + 𝛽0 𝑑𝑧(*/ , which was significantly negative in BFK. The same equation, lagged one year is 𝑑ℎ(*$ = 𝛽$ 𝑑𝑧(*$ + 𝛽/ 𝑑𝑧(*/ + 𝛽0 𝑑𝑧(*0 . The biennial nature of our data means that 𝑑𝑥( and 𝑑𝑧( are not observed,butrather 𝑑𝑥( + 𝑑𝑥(*$ and 𝑑𝑧( + 𝑑𝑧(*$ .Thismeansthat𝛽$ cannotbeidentifiedusingbiennial data: adding up the two equations leads to 𝑑𝑥( + 𝑑𝑥(*$ = 𝛽$ 𝑑𝑧( + 𝛽$ + 𝛽/ 𝑑𝑧(*$ + 𝛽/ + 𝛽0 𝑑𝑧(*/ + 𝛽0 𝑑𝑧(*0 .
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