Notes on:

Trade Fragmentation, Inflationary Pressures and Monetary Policy

Ludovica Ambrosino, Jenny Chan & Silvana Tenreyro
Journal of International Economics 163: 104219
6 October 2025
geoeconomics · fragmentation · inflation · monetary policy
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Ludovica Ambrosino (LBS), Jenny Chan (Bank of England), Silvana Tenreyro (LSE). Journal of International Economics 163 (2026) 104219, 23 pages, in the “ISOM 2025” special issue; open access under CC BY, with replication files on Mendeley Data. Page references below are to the published article, which supersedes the January 2026 preprint; the appendices are now online supplementary material and carry no article figure numbers. Video: Chan presenting at the ECB’s “Inflation: Drivers and Dynamics” conference, 29 September 2025 (session chaired by Elena Bobeica), discussed by Giancarlo Corsetti; 48 minutes including Q&A. Tenreyro also gave the paper as a 60-minute CEPR Virtual Seminar on Monetary Economics in December 2025, not used here. Figures are cropped from the published article; the slide is a frame from Corsetti’s discussion.

The conventional view, and what it leaves out

Central bankers have said, more or less in chorus, that fragmentation will be inflationary: supply chains duplicate, firms buy from friendly rather than cheap suppliers, costs rise, and the disinflation of the 1990s and 2000s that was credited to globalization runs in reverse. The paper’s complaint about this view is that it is partial equilibrium. Higher import prices raise marginal cost, yes. They also make the country poorer, and a poorer country spends less, and a country that spends less has lower domestic inflation, a lower natural rate of interest, and — depending on the balance — may need monetary policy to loosen rather than tighten. Corsetti’s first slide put the theoretical point in one line: there are no supply shocks and demand shocks, there are shocks with supply and demand effects, and with incomplete markets the wealth effects on demand can be large.

So the answer to “is fragmentation inflationary?” is that it depends on how demand adjusts, and the paper’s contribution is to say precisely on what. Chan’s opening at the ECB gave the short version: will fragmentation lead to a high-inflation environment? In principle no — with an inflation-targeting central bank, inflation returns to target. Will it generate inflationary pressures along the way? It depends, above all on whether fragmentation arrives gradually or all at once.

The model

Fragmentation channels in a small open economyRestoftheworldonepermanent,fullyanticipatedimport-priceshock;threescenariosfront-loadedlogForeign-currency import pricepF,t=logForeign-currency import pricepF,t1+Import-price shockνpf,tgraduallogForeign-currency import pricepF,t=logForeign-currency import pricepF,t1+Partial adjustment rateρpflogTarget import price¯pFlogForeign-currency import pricepF,t1+Import-price shockνpf,tgradualTFPlogTradable-sector TFPAH,t=logTradable-sector TFPAH,t1+Partial adjustment rateρpflogTarget tradable TFP¯AHlogTradable-sector TFPAH,t1+Tradable TFP shockνat,talsogiven:World gross interest rateRt,Foreign demand for home tradablesCt,Foreign-currency price of home tradablespH,tConsumptionbasketCESnest;theCPIisthenumeraire1=(1Share of non-tradables in consumptionς)Relative price of tradablespT,t1Elasticity, tradables vs non-tradablesι+Share of non-tradables in consumptionςRelative price of non-tradablespN,t1Elasticity, tradables vs non-tradablesι1/(1Elasticity, tradables vs non-tradablesι)Relative price of tradablespT,t=(1Share of foreign tradablesθ)Relative price of home tradablespH,t1Elasticity, home vs foreign tradablesµ+Share of foreign tradablesθRelative price of importspF,t1Elasticity, home vs foreign tradablesµ1/(1Elasticity, home vs foreign tradablesµ)Householdstwotypes,followingDebortoli–Gal´ıshare1Share of constrained householdsλunconstrained1=Discount factorβMarginal utility of consumptionλt+1Marginal utility of consumptionλtGross nominal policy rateRtCPI inflationΠt+11=Discount factorβMarginal utility of consumptionλt+1Marginal utility of consumptionλtWorld gross interest rateRtNominal exchange rateSt+1Nominal exchange rateStPortfolio adjustment costχ(Net foreign asset positionbFtTarget net foreign asset position¯bF)Labour disutility scaleκ(Hours of unconstrained householdsNUt)Inverse Frisch elasticityϕ=Marginal utility of consumptionλtReal wagewt,Marginal utility of consumptionλt(Consumption of unconstrained householdsCUt)Risk aversionσshareShare of constrained householdsλhand-to-mouthConsumption of constrained householdsCCt=Real wagewtHours of constrained householdsNCt,Labour disutility scaleκ(Hours of constrained householdsNCt)Inverse Frisch elasticityϕ=(Consumption of constrained householdsCCt)Risk aversionσReal wagewtAggregate consumptionCt=Share of constrained householdsλConsumption of constrained householdsCCt+(1Share of constrained householdsλ)Consumption of unconstrained householdsCUtShare of constrained householdsλHours of constrained householdsNCt+(1Share of constrained householdsλ)Hours of unconstrained householdsNUt=Hours in the tradable sectorNH,t+Hours in the non-tradable sectorNN,tNon-tradablesmonopolistic,RotembergstickypricesNon-tradable outputYN,t=Non-tradable-sector TFPAN,tImported intermediate inputMF,tImported-input share in non-tradablesκHours in the non-tradable sectorNN,t1Imported-input share in non-tradablesκ(Non-tradable inflationΠN,tInflation target¯Π)Non-tradable inflationΠN,t=Discount factorβEtMarginal utility of consumptionλt+1Marginal utility of consumptionλtRelative price of non-tradablespN,t+1Non-tradable outputYN,t+1Relative price of non-tradablespN,tNon-tradable outputYN,tNon-tradable inflationΠN,t+1Non-tradable inflationΠN,t+1Inflation target¯Π+Elasticity across non-tradable varietiesRotemberg price adjustment costξNominal marginal cost in non-tradablesmctRelative price of non-tradablespN,tElasticity across non-tradable varieties1Elasticity across non-tradable varietiesImported-input share in non-tradablesκNominal marginal cost in non-tradablesmctNon-tradable outputYN,tRelative price of non-tradablespN,t=Relative price of importspF,tImported intermediate inputMF,t(1Production subsidyτ)(1Imported-input share in non-tradablesκ)Nominal marginal cost in non-tradablesmctNon-tradable outputYN,tRelative price of non-tradablespN,t=Real wagewtHours in the non-tradable sectorNN,t(1Production subsidyτ),Production subsidyτ=1/Elasticity across non-tradable varietiesCentralbankTaylorruleGross nominal policy rateRt/Steady-state gross nominal rate¯R=(CPI inflationΠt/Inflation target¯Π)Taylor rule coefficient on inflationφπ(Aggregate outputYt/Steady-state output¯Y)Taylor rule coefficient on outputφyeMonetary policy shockνm,ttheflexible-pricecounterpartofGross nominal policy rateRtisthenaturalrateNatural real raterntHometradablescompetitive,flexibleprices,soldabroadHome tradable outputYH,t=Tradable-sector TFPAH,tHours in the tradable sectorNH,t1Decreasing returns in tradablesζ,Relative price of home tradablespH,t=Nominal exchange rateStForeign-currency price of home tradablespH,t,Real wagewtHours in the tradable sectorNH,t=(1Decreasing returns in tradablesζ)Home tradable outputYH,tRelative price of home tradablespH,tRelative price of importspF,t=Nominal exchange rateStForeign-currency import pricepF,trealincomethecountryispoorerGross nominal policy rateRttracksNatural real raternt×importedinputImported intermediate inputMF,tImported-input share in non-tradablesκ:inputsintotheonlysticky-pricesector,switchedofRelative price of non-tradablespN,tHours in the non-tradable sectorNN,tReal wagewtHours in the non-tradable sectorNN,t+Non-tradable firm profitsΨtNon-tradable inflationΠN,tHours in the tradable sectorNH,tReal wagewtHours in the tradable sectorNH,tHome tradable outputYH,tatRelative price of home tradablespH,t,demandForeign demand for home tradablesCtThechanneleveryoneexpectsimportedinputsintotheonlysticky-pricesectorisswitchedofinthebaseline.Whatisletrunsthroughtheconsumptionbasket:theimportpricerises,thetradablesaggregateriseswithit,andwiththeCPIasnumerairethecountryissimplypoorer.Do-mesticinflationandthenaturalratefall,andthepolicyratefollowsthemdown.
A schematic of the Section 2 model, drawn for this note rather than taken from the paper. The live channel is real income: a permanent rise in PFP^*_F makes the country poorer, consumption falls, and domestic inflation and the natural rate fall with it. The cost-push channel through imported intermediates is the one the conventional view leans on, and the baseline calibration switches it off by setting κ\kappa close to zero. Open the figure in a new tab

A two-sector small open economy in the Galí–Monacelli tradition: a non-tradable sector with sticky prices (Rotemberg) and a flexible-price home tradable sector, home bias in consumption, and imports used both for consumption and as an intermediate input in production. Two kinds of household, following Debortoli and Galí: unconstrained households that trade domestic and foreign bonds — with a convex cost of deviating from a long-run foreign-asset position (Schmitt-Grohé–Uribe), so international risk-sharing is imperfect and UIP fails — and hand-to-mouth households who consume their wage. The share of the latter, λ\lambda, is 0 in the RANK benchmark and 0.3 in the TANK baseline. Fragmentation is either a permanent rise in the foreign price level (tariffs, non-tariff barriers, switching to dearer aligned suppliers) or a permanent fall in home-tradable TFP (losing the productivity gains that trade integration brought). Monetary policy follows a Taylor rule, and the decentralized outcome is benchmarked against a constrained-efficient allocation in the manner of Drechsel, McLeay, Tenreyro and Turri.

One line of the calibration deserves to be read out loud, because of what it switches off. The parameter κ\kappa — the share of the imported input in non-tradable production, the thing that carries higher import prices straight into the marginal cost of the only sticky-price sector in the model — is set close to zero in the baseline. The headline disinflation result therefore does not travel through imported intermediates at all. There is no cost-push through the supply chain in the figure everyone will quote; there is only real income and anticipation, working through the consumption basket. The authors are open about it and show that a positive κ\kappa, around 0.3 to match the non-labour share of income, amplifies the fragmentation scenarios while leaving the qualitative reading unchanged, which is a fair defence. It is still the kind of thing a reader should know: the paper’s most contrarian result is obtained with the most conventional-sounding channel turned off, and it does not need that channel to get there.

Baseline quarterly calibration table
Table 1, p. 10: the baseline quarterly calibration — λ = 0.3 constrained households in TANK and 0 in RANK, θ = 0.6 for roughly a 25 percent import share, σ = 2, and κ set close to zero.

Three scenarios

Impulse responses to a gradual permanent rise in import prices under the RANK calibration
Fig. 4, p. 11: impulse responses to a 100 percent permanent increase in the foreign price level, phased in gradually — the price path is the last panel of the bottom row — under the RANK calibration. Aggregate CPI inflation is negative throughout while imported inflation is positive; the natural real rate falls and the nominal rate follows it down.

The gradual, permanent import-price increase is the case that overturns the conventional view. Imported inflation rises and stays positive for years as the foreign price climbs. But consumption falls from the first quarter, because unconstrained households see the permanent-income loss coming and cut spending now; real wages fall from the terms-of-trade loss and from weaker demand; non-tradable inflation and home-tradable inflation both turn negative; and because domestic goods dominate the basket, aggregate CPI inflation falls. The natural real rate drops. The central bank following its Taylor rule cuts. The economy settles into a long stagnation — lower consumption, output and wages, higher employment as households work more to offset lost income — with inflation below target throughout. Fragmentation that arrives slowly is a demand shock wearing supply-shock clothes.

The front-loaded permanent increase is the stagflation case (Fig. 5, p. 12). Import prices jump at once; inflation rises on impact while demand falls; the central bank faces a genuine trade-off, raises the real rate, and buys a temporary inflation overshoot with a longer-run loss of income. The natural real rate, though, does not move at all: its panel is a flat line at zero. The trade-off is not that the neutral rate has shifted under the bank’s feet, as it does in the gradual case; it is that the bank deliberately opens a positive real-rate gap against an unchanged natural rate, and pays for the inflation it buys back in lost income. The paper’s footnote offers the 2024 EV tariffs and the post-invasion energy shock as examples. Corsetti’s reading was that this is the case one would motivate with low short-run substitution elasticities — a geopolitical disruption that targets a critical input — and Chan agreed that if the shock is meant to be geopolitical, low short-run and higher long-run elasticities are the right way to think about it.

Impulse responses to a front-loaded permanent rise in import prices under the RANK calibration
Fig. 5, p. 12: impulse responses to a 100 percent front-loaded increase in the foreign price level, RANK calibration. CPI inflation and the policy rate jump on impact while the natural real rate stays flat at zero.

The gradual TFP decline in tradables — a permanent fall of 10 percent (Fig. 6, p. 13) — sits between. Marginal costs rise in home tradables, employment per unit of output rises, real wages fall less than in the price-shock case, so consumption falls less; the fall in non-tradable inflation does not fully offset the rise in home-tradable inflation and CPI inflation rises moderately, with the natural rate ambiguous in principle and slightly negative in the calibration.

Heterogeneity and the planner

Adding hand-to-mouth households does two things in opposite directions. Constrained households do not anticipate, so the forward-looking cut in demand is weaker; but they are hit directly by higher prices, and the spillover from unconstrained households’ lower spending lands on them, so consumption falls more in TANK than RANK. Output falls less, because constrained households raise labour supply more. The qualitative conclusions survive: in the gradual scenario demand still falls enough to offset imported inflation. Corsetti’s comment, in his own discussion, was that in the aggregate pictures the TANK and RANK lines are almost on top of each other, and that the heterogeneity would matter more if the model let elasticities be low in the short run and high in the long run, citing the GVC-disruption literature and old work with an elasticity of 0.1.

The planner comparison isolates two inefficiencies: sticky non-tradable prices and the friction on foreign-bond adjustment. Together they produce too much reallocation toward home tradables after the import-price shocks and too little toward non-tradables after the TFP shock.

Corsetti’s slide Corsetti’s discussion at 00:32:55: with stickiness only in the non-tradable sector, targeting that sector’s inflation supports the efficient allocation; “Targeting CPI inflation would be too contractionary.”

What the discussant wanted

Corsetti liked the paper and spent his time on policy implications it leaves implicit. With one sticky-price sector the efficient response is to stabilize that sector’s prices and let CPI absorb the relative-price movement; CPI targeting leans against an efficient adjustment, contracts consumption too much, and forces an over-reallocation of employment into tradables that the model treats as costless and reality does not. In the gradual case, a central bank that fails to ease enough lets sticky-price firms cut prices wastefully and then has to run loose policy later to get back to target. He asked for the relative price PN/PHP_N/P_H to be plotted, and closed with two directions: the two-way feedback between sectoral dynamics and the income distribution, and market structure — trade disruption in oligopolistic markets with entry and exit, which Calvo-style models ignore. Chan accepted the CPI point (the paper’s planner exercise makes it, and PPI targeting gets closer but is not ideal since the home tradable sector is flexible), and emphasized that the shock is a relative-price shock with real effects, not a price-level shock. A question from the floor (apparently Guido Ascari, per the captions) argued provocatively that fragmentation is good for monetary policy because it raises the domestic share of marginal cost and so restores the central bank’s grip on inflation; Chan took the point without disputing it.

Where it sits

This is not geoeconomics in the CMS sense — there is no strategic agent, no threat, no participation constraint; geopolitics enters as an exogenous shock process. It is the transmission branch: what a small open economy’s central bank should expect when the fragmentation described in block 1 reaches it. It is on the list because the group’s own work sits here, and because it is the most complete statement of the demand-side correction to the “fragmentation is inflationary” consensus. The obvious extensions are the ones Corsetti listed plus one he did not: the shock here is trade loss (dearer imports, lower productivity), whereas the block-1 evidence says what actually arrives in a connector economy is trade rerouting, with different real-income consequences for different households. That is the gap between this paper and the empirical block, and it is where the reading group’s own contribution could go.