Vertraging productiviteit
De wereldwijde economische groei vertraagt. Niet alleen recent, maar al
zeker twee decennia. Naast een minder snel groeiende (beroeps-)bevolking is
deze ontwikkeling vooral het gevolg van een lagere productiviteitsgroei.
Vooral de Verenigde Staten valt hier in negatieve zin op. De groei van de
arbeidsproductiviteit is daar gedaald van gemiddeld 1,8 procent per jaar
tussen 1970 en 2010 tot een schamele 0,4 procent per jaar in het afgelopen
decennium (zie figuur 1).
De sterke vertraging van de arbeidsproductiviteitsgroei kan wellicht worden
verklaard door het afkalvende technologisch leiderschap van de VS.
Onderwijs en Research & Development (R&D) zijn namelijk belangrijke pijlers onder de potentiële
groei, blijkt uit de endogene groeitheorie van de kersverse
Nobelprijswinnaar Paul Romer (Romer, 1990). Na de Tweede Wereldoorlog heeft de VS zich in toenemende mate
gemanifesteerd als wereldleider op technologisch gebied. Zo had de VS een
voortrekkersrol op het gebied van onderwijs en investeringen in R&D. De laatste decennia is het land echter
ingehaald door veel andere OESO-landen.
Figuur 1: Arbeidsproductiviteitsgroei in de VS is het afgelopen
decennium sterk gedaald
Bron: Penn World Tables 9.0, Conference Board, Rabobank, BEA
De vertraging van de arbeidsproductiviteit is dus geen autonoom proces,
maar is deels te herleiden naar het feit dat Amerikaanse beleidsmakers in
de afgelopen twee decennia te weinig aandacht hebben besteed aan
investeringen in wetenschap, innovatie en onderwijs. Terwijl vorige
regeringen stimulering van deze groeidrijvers al grotendeels links lieten
liggen, gaat de regering Trump nog een stap verder, door fors te snijden in
de budgetten voor wetenschap, innovatie en onderwijs. Deze en andere
bezuinigingen op diverse terreinen worden gebruikt om een gedeelte van de
Tax Cuts & Jobs Act (TCJA) te dekken. Deze enorme belastingherziening
van Trump, die begin 2017 is geïmplementeerd, blijkt een dure investering,
waarbij de Amerikaanse schuld met 1.500 miljard dollar zal stijgen over een
periode van tien jaar. Daarmee grijpt Trump grotendeels terug op de
traditie van supply-side economics van Ronald Reagan: deregulering
en verlaging van belastingtarieven is de beste manier om economische groei
op korte en lange termijn te stimuleren. De vraag is of dit beleid de beste
keuze is om de Amerikaanse economie ook in de toekomst succesvol te laten
zijn.
We proberen het antwoord op deze vraag te vinden in drie stappen. Eerst
bepalen we de Amerikaanse potentiële groei via een endogeen raamwerk waarin
we de aanbodzijde van de Amerikaanse economie modelleren. Daarna voeren we
met behulp van dit raamwerk een scenario-analyse uit, waarbij we de impact
op de Amerikaanse economie berekenen van een alternatief beleidsplan
gericht op het stimuleren van innovatie, wetenschap en onderwijs. Tot slot
onderzoeken we in hoeverre die alternatieve beleidsagenda de door ons
verwachte aankomende Amerikaanse recessie kan voorkomen of verzachten.
Stap 1: het groeipotentieel van de VS
De potentiële productie van een economie wordt bepaald door de aanbodzijde
van de economie, die op haar beurt wordt bepaald door de inzet van arbeid
en de arbeidsproductiviteit per uur. De bijdrage van de factor arbeid is
het product van het aantal werkzame personen en het aantal uren dat elke
werkende werkt. De arbeidsproductiviteit per uur wordt bepaald door de
hoeveelheid kapitaal per gewerkt uur (bijvoorbeeld software en computers,
maar ook gebouwen, infrastructuur en machines) en een restfactor: de totale
factorproductiviteit (TFP). Er is een uitgebreide literatuur die de
determinanten van TFP onderzoekt (zie voor een overzicht
Erken, Donselaar en Thurik, 2016). Belangrijke determinanten zijn investeringen in bedrijfs-R&D,
menselijk kapitaal, binnenlandse concurrentie, technologische ‘ catching-up’, buitenlandse concurrentie door handel en
ondernemerschap.
Om het groeipotentieel van de VS te voorspellen, extrapoleren we die
determinanten, waarbij we onder andere een endogeen TFP-raamwerk gebruiken,
zodat we een volledig geëndogeniseerd potentieel groeipad van de
Amerikaanse economie kunnen produceren. De berekeningen hierachter worden
uitgebreid toegelicht in Erken, Van Es en Marey (2019).
We komen voor de periode 2019-2030 uit op een gemiddelde Amerikaanse
potentiële groei van 2,0 procent per jaar, gegeven het huidige beleid (zie
tabel 1). Bemoedigend is dat dit sterk overeenkomt met de voorspelling van
het Congressional Budget Office (CBO), het begrotingsbureau van het
Amerikaanse Congres. Er zit echter wel een verschil in hoe die groei is
opgebouwd. Wij verwachten dat 0,3 procentpunt uit werkgelegenheidsgroei
komt en 1,7 procentpunt uit productiviteitsgroei. Het CBO verwacht een iets
hogere bijdrage van arbeid. Omdat wij een volledig endogeen
arbeidsproductiviteitsmodel hanteren, kunnen we de
arbeidsproductiviteitsgroei opsplitsen in een kapitaalbijdrage van 0,9
procentpunt en een TFP-bijdrage van 0,8 procentpunt.
Tabel 1: Potentiële groei VS tot 2028![](data:image/png;base64,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)
Bron: CBO, Rabobank
Stap 2: De impact van verschillende beleidsopties
Nu we een goed referentiepunt hebben van de potentiële Amerikaanse
economische groei, kunnen we scenario's uitvoeren die de impact van
verschillende beleidsopties op de Amerikaanse economie laten zien. In ons
eerste scenario berekenen we de impact van een R&D-stimuleringspakket
ter vervanging van de Tax Cuts and Jobs Act. Het gaat hier om een
gedachtenexperiment waarbij we de huidige TCJA vervangen door een
alternatief beleidsscenario dat tot een even grote stijging in de federale
overheidsschuld leidt. In een tweede scenario beoordelen we de impact van
een beleidsagenda die zich richt op het actief stimuleren van menselijk
kapitaal tot niveaus van de wereldwijde koploper Duitsland. Om een zuivere
vergelijking te kunnen maken met ons benchmark-scenario, verwijderen we in
onze twee scenariopaden het positieve effect van de TCJA (zie voor
toelichting Erken, Van Es en Marey 2019).
De overheid kan R&D-uitgaven rechtstreeks stimuleren door subsidies aan
publieke onderzoeksinstituten en universiteiten te verhogen, of door
financiële prikkels te geven aan de private sector om meer geld uit te
geven aan R&D via bijvoorbeeld de fiscaliteit. Een uitgebreide
literatuur laat zien dat dergelijke fiscale maatregelen leiden tot hogere
private R&D-uitgaven. Over de omvang van het effect is echter geen
consensus, maar een elasticiteit van 0,5 lijkt een betrouwbaar uitgangspunt
(zie bijvoorbeeld
Europese Commissie (2014) en
Thomson (2017)). In deze studie gaan we er daarom van uit dat een verhoging van 1.000
miljard dollar aan belastingkredieten 500 miljard dollar extra private
R&D-uitgaven genereert. Daarnaast verhogen we de publieke
R&D-uitgaven met 500 miljard dollar, zodat we de gehele 1.500 miljard
dollar van de TCJA gebruiken. Beide impulsen verdelen we over dertien jaar
(2018-2030).
In het tweede scenario nemen we aan dat de VS bovenop bovenstaande
beleidswijziging de kloof met de wereldwijde koploper op het gebied van
onderwijs (Duitsland) in acht jaar (2018-2026) dicht. Dit heeft een extra
opwaarts effect op de TFP-groei.
Figuur 2 illustreert de economische bbp-effecten in deze twee scenario’s
ten opzichte van het benchmark-scenario. In scenario 1 ligt de totale
potentiële groei in de VS 6¼ procentpunt hoger tussen 2018 en 2030 dan in
het huidige pad inclusief de TCJA. In scenario 2 is dit effect zelfs 14
procentpunt. Omgerekend hebben we het dan over 3.400 miljard dollar extra toegevoegde waarde voor de Amerikaanse economie.
Figuur 2: Alternatieve beleidskeuzes kunnen potentiële groei in de VS met 14 procentpunt 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)
Bron: Rabobank, Macrobond, BEA, Conference Board, Penn World Tables, CBO
Stap 3: Impact van het alternatieve beleid op een toekomstige recessie
Een van de voordelen van een hogere potentiële groei is dat deze de impact
van negatieve cyclische schommelingen verzacht. In onze meest recente
prognoses voorzien we eind 2020 een recessie in de VS. We kunnen nu laten
zien wat de impact is van een hogere potentiële groei op deze voorspelde
recessie (figuur 3). Het blijkt lastig om een recessie in de VS te
voorkomen, zelfs als de overheid scenario 2 had gevolgd. De neergang is dan
echter aanzienlijk minder diep: -0,8 procent cumulatief in onze huidige
raming, -0,3 procent in scenario 1 en -0,1 procent in scenario 2. En
misschien wel belangrijker, het herstel erna is in beide scenario's veel
sterker.
Figuur 3: Dempende werking op de verwachte Amerikaanse recessie
![](data:image/png;base64,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)
Bron: Rabobank, BEA, Macrobond
Meer dan alleen hogere economische groei
De voordelen van een alternatieve beleidsagenda gericht op innovatie,
onderwijs en wetenschap beperken zich niet tot alleen een hogere potentiële
groei en verzachting van een mogelijke Amerikaanse recessie. Het versterkt
namelijk ook het concurrentievermogen van de Amerikaanse bedrijfssector,
wat op de lange termijn gunstig is voor de Amerikaanse werkgelegenheid.
Daarnaast kan een innovatie- en wetenschapsbeleidsagenda ook een oplossing
bieden voor (mondiale) maatschappelijke uitdagingen op het gebied van
bijvoorbeeld klimaatverandering, voeding en gezondheid, voedsel- en
waterzekerheid en duurzame landbouw, schone en efficiënte energie, slim
groen en geïntegreerd transport, cyberbeveiliging en terrorismebestrijding.
Ten slotte zou de positieve impact veel verder reiken dan de Amerikaanse
grenzen. Het is bekend dat andere landen profiteren van technologische
leiders (Fagerberg, 1987;
Camaron et al., 2005). De impact van deze ‘technologische catching-up’ is behoorlijk
groot (zie figuur 4): in het geval van Nederland was tussen 1993 en 2002 de
helft van de TFP-groei toe te schrijven aan technologische catching-up ten opzichte van de VS. Dit is dus eigenlijk gratis
economische groei geweest.
Figuur 4: Gratis groei vanuit de VS!
Bron: Erken (2008)
In de afgelopen decennia hebben Amerikaanse technologieën en innovaties het
dagelijks leven in de hele wereld veranderd, variërend van de introductie
van de laser, het internet, smartphones, personal computers tot en met
chemotherapie. Het feit dat de VS niet meer de technologische leider is die
het ooit was, is mogelijk een van de redenen van de huidige trage
wereldwijde productiviteitsgroei. Vanuit deze context is de
Amerikaanse presidentsverkiezingscampagne, die volgend jaar van start gaat,
niet alleen belangrijk voor de toekomst van de VS, maar ook voor die van de
gehele wereldeconomie.
Referenties:
Cameron, G., Proudman, J. and S. Redding (2005). Technological convergence,
R&D, trade and productivity growth. European Economic Review, 49(3),
775-807.
Erken (2008). R&D, Productivity and Entrepreneurship. ERIM, Erasmus
University Rotterdam.
Erken, H.P.G., Donselaar, P., and A.R. Thurik (2016). Total factor
productivity and the role of entrepreneurship. Journal of Technology
Transfer, 1-29.
Erken, H.P.G., P. Marey en F. van Es (2019). Making US productivity great again, Rabobank Special, Utrecht.
European Commission (2014). A study on R&D tax incentives. European
Commission Taxation papers No. 52.
Fagerberg, J. (1987). A technology gap approach to why growth rates differ.
Research Policy, 16(2–4), 87–99.
Romer, P.M. (1990). Endogenous technological change. Journal of Political
Economy, 98(5), S71–S102.
Thomson, R. (2017). The effectiveness of R&D tax credits. Review of
Economics and Statistics, 99(3), 544-549.
Te citeren als
Hugo Erken, Frank van Es, Philip Marey, “Make American Productivity Great Again”,
Me Judice,
2 mei 2019.
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