The Precarious Fiscal Foundations of EMU
📄 Summarized from the full manuscript · Human-reviewed for faithfulness before publication
In brief
Can a currency union work with an elaborately independent central bank but no matching fiscal authority? Writing as the euro launched, Sims argues Maastricht's design is a gamble: if the price level is set by government debt relative to the present value of expected future surpluses, price stability needs a credible fiscal backstop that no monetary promise can supply. He flags three hazards -- an inflation spiral no monetary credibility can rule out, a deflationary trap in which Maastricht's rules push the wrong way, and countries borrowing cheaply while exporting the inflationary cost to partners. He concludes fiscal institutions "as yet unspecified" must be invented for the union to last.
What this paper finds — and why it matters
Written as European Monetary Union was getting underway, this paper argues that the Maastricht Treaty’s institutional design – an elaborately specified independent central bank paired with only vague, uncoordinated national fiscal rules – creates serious hazards once viewed through the lens of the fiscal theory of the price level (FTPL). Sims first lays out the FTPL’s core logic: the government’s flow budget constraint implies that the price level is pinned down by the ratio of nominal government liabilities to the present discounted value of current and future primary surpluses, a relation that exists alongside, but is analytically distinct from, the conventional money-demand relation between the price level and the money supply – neither equation determines the price level “alone,” only as part of a full general-equilibrium system. From this starting point Sims makes a series of points that reshape how central-bank “independence” should be understood: because new nominal debt commits the government only to future nominal, not real, revenue, unbacked debt issuance dilutes the value of existing debt rather than becoming worthless, exactly as a firm’s stock is diluted by new share issues devoted to unproductive spending; a stable, determinate price level generally requires exactly one of the fiscal and monetary “legs” of policy to be active (destabilizing on its own) and the other passive (stabilizing), in Leeper’s (1991) terminology; and even the textbook-correct combination of active money with passive (“Ricardian”) fiscal policy typically admits additional, self-reinforcing explosive-inflation equilibria that no amount of monetary “credibility” can rule out – ruling them out requires a widely believed fiscal commitment to a floor value for the currency, a backstop that, once credible, need never actually be invoked. Sims extends the analysis to deflationary stress, showing (following Benhabib, Schmitt-Grohe, and Uribe 1998) that a liquidity trap can become a genuine equilibrium if fiscal policy is not correspondingly aggressive in cutting primary surpluses as prices fall, and illustrates with the U.S. in the 1930s, Mexico’s 1994-95 bank bailout, and Japan’s protracted banking-crisis deflation that central-bank actions to shore up a distressed banking system inevitably acquire a fiscal dimension, since they put public solvency at risk and may require legislative backing. He also shows that FTPL implies exchange rates are determined by the ratio of countries’ price levels, which are in turn set by their respective debt-to-surplus ratios, so that foreign-currency borrowing acts as leverage on a country’s exposure to fiscal-driven speculative attacks – a mechanism Sims connects to the Asian financial crises’ pattern of devaluation, financial distress, and government bailouts. Turning to EMU specifically, Sims argues the Maastricht fiscal criteria amount to a commitment that each member state individually follows a “passive” fiscal policy, which is necessary but insufficient for price stability, because ruling out the union-wide explosive-inflation equilibria requires a coordinated fiscal backstop that no single member state, especially a small one, can credibly provide alone – and because interest-rate uniformity across member states (if pursued) creates a “fiscal free-rider” incentive for any country to run an unbacked deficit and export its inflationary consequences to its EMU partners. He further shows that Maastricht’s passive fiscal rules would push policy in exactly the wrong direction during a deflationary depression, when what is needed is fiscal expansion rather than continued surplus-raising, though paradoxically the very free-riding the rules are meant to prevent could let one sufficiently expansive member country pull the whole union out of a liquidity trap. Sims closes by rejecting the alternative view that financial markets alone will discipline fiscally irresponsible EMU members, arguing that a country facing a self-reinforcing rise in its borrowing costs would likely exit the union and reclaim the option of inflationary finance rather than default, a dynamic that could threaten contagion across the currency area; he concludes that “fiscal institutions as yet unspecified will have to arise or be invented in order for EMU to be a long term success.”
Summary of a classic paper, AI-assisted and human-reviewed. See the linked original for the authoritative claims and full conditions.
Questions & answers
Q1. What is the paper’s central thesis about EMU’s institutional design?
“The European Monetary Union has the appearance of an attempt to create a central bank and a monetary unit that have no corresponding fiscal authority behind them. In the light of this new fiscal approach to the price level, such an attempt appears to carry with it great dangers” (Introduction, p. 1). Sims’s stated purpose is to “outline the fiscal theory of the price level (FTPL) and examine a number of hazards for EMU that the theory brings out” (Introduction, p. 1), concluding that unspecified new fiscal institutions will need to emerge for the union to succeed (Conclusion, p. 13).
Q2. What is the basic FTPL equation, and how does it determine the price level?
Starting from the instantaneous government budget constraint relating real debt growth to the real interest rate and the primary surplus, Sims shows that in the simple case of constant real interest rate ρ and primary surplus τ, the only non-explosive value for real debt b is b = τ/ρ, which rearranges to P = ρB/τ – “the price level is determined by the ratio of nominal government liabilities to the primary surplus” (Section II, pp. 2-3, eqs. 1-6). He stresses this coexists with, but does not replace, the standard money-demand relation P = M/L(r,Y): “neither of these equations stands alone, generally, in determining the price level. Each must be understood as a component of a general equilibrium system” (Section II, p. 3).
Q3. Why does Sims say the common reading of “Ricardian equivalence” is mistaken, and what actually happens when new debt lacks real backing?
“Naive discussions of fiscal policy sometimes, misreading the implications of ‘Ricardian equivalence’, take it to be true that whenever the government issues additional debt, it is implicitly committing itself to raising additional future revenue, in real terms… But in fact the new debt commits the government only to raising additional future revenue in nominal terms.” If markets believe no real backing exists, “the effect is not to make the new debt valueless, but simply to dilute the value of all outstanding nominal debt” – Sims compares this directly to a private company issuing new shares that the market understands will fund non-productive expenditure, which dilutes existing shareholders rather than leaving the stock price unaffected (Section II, p. 3).
Q4. What combinations of fiscal and monetary policy yield a unique, stable price level in the paper’s baseline model?
Following Leeper (1991), a unique stable path exists when “passive” (Ricardian) fiscal policy – the primary surplus responding more than one-for-one to the level of debt (φ1 > ρ) – is combined with “active” monetary policy (a positive interest-rate response to prices, θ > 0), and, symmetrically, when “active” fiscal policy (φ1 ≤ ρ) is combined with “passive” monetary policy (θ ≤ 0) (Section II, pp. 4-5). The intuition: the government budget constraint is an unstable differential equation in real debt unless the surplus responds sufficiently to debt, while the consumer’s Euler equation is unstable in prices if the interest rate responds positively to prices; “if both these equations…are unstable, the model has no stable solution. If neither is unstable, the model has a continuum of stable solutions and…an indeterminate price level. If just one is unstable, the model has a unique stable solution” (Section II, p. 5).
Q5. Even in the “correct” active-money/passive-fiscal case, what can still make the price level indeterminate, and what is required to rule it out?
The more recent literature recognizes that paths on which real balances explode upward or shrink toward a barter equilibrium may not violate transversality or solvency constraints and so can be legitimate additional equilibria; if money is not essential to the economy, “equilibria in which the price level explodes upward while real balances shrink toward zero are usually possible,” potentially rendering the price level indeterminate under active-monetary/passive-fiscal policy (Section II, pp. 5-6). Ruling this out requires “widespread belief in a fiscal commitment to a floor value for the currency” – a backstop policy that redeems government liabilities at a fixed real value if inflation gets high enough: “no amount of ‘commitment’ or ‘credibility’ on the part of the monetary authority can rule out such equilibria,” and crucially, “the credibility of such a ‘backstop’ policy depends on the existence of a fiscal authority that can be seen to be committed to it. A commitment of the central bank to keep monetary policy active cannot by itself remove the indeterminacy” (Section II, p. 6).
Q6. What does the paper’s discussion of liquidity traps add about deflationary stress?
Following Benhabib, Schmitt-Grohe, and Uribe (1998), Sims shows that even a policy combination of a fixed interest rate rule with passive fiscal policy can admit a liquidity-trap equilibrium in which prices spiral downward toward zero with the nominal rate stuck at zero, because real balances and government “lending” can grow without bound while private net worth stays bounded, avoiding any transversality violation (Section II, pp. 6-7). But this indeterminacy hinges on the government feeling obliged to tax to back its non-interest-bearing liabilities even as they balloon in real value; and separately, “if fiscal authorities display some money illusion and are therefore slow to cut the nominal primary surplus, fiscal policy could behave more like” an unresponsive (active) rule even while nominally following a passive rule, which can itself trigger a deflationary spiral (Section II, pp. 5-6). The general principle: “active monetary policy generates expansionary pressure by forcing a rise in the real value of high-powered money…But this expansionary pressure can be completely offset by misguided fiscal policy motivated by a desire to absorb ’excess liquidity’ or by sluggish adjustment of fiscal instruments to price declines” (Section II, p. 6).
Q7. What historical episodes does Sims use to show that shoring up a banking system is inherently a fiscal act, even when undertaken by a “monetary” authority?
Discussing why the Federal Reserve did not act more aggressively against deflation in the 1930s, Sims argues that ordinary open-market operations were “pointless” once interest rates hit zero and banks already held large excess reserves; what might have worked – aggressively discounting bank loans to restore confidence in bank solvency – “would clearly have been risky, and would thereby have acquired a fiscal dimension,” since losses on such lending would require “Congressional approval of appropriations to restore Federal Reserve solvency” (Section III, pp. 6-7). He draws the same lesson from two contemporary (1990s) cases: Mexico’s central bank effectively discounted roughly $60 billion in bad loans in 1994 without legislative approval, later triggering “an extended political battle,” while in deflationary Japan, “the central bank has not undertaken any quasi-fiscal actions on its own, as the need for a fiscal component in the resolution has been apparent” (Section III, p. 7).
Q8. What does the Grover Cleveland gold-reserve episode of the 1890s illustrate?
When U.S. gold reserves shrank rapidly from 1890 to 1894, President Cleveland issued bonds without consulting Congress to buy gold and replenish reserves – “from one point of view, it was simply an open market operation,” but Cleveland’s opponents argued, correctly in Sims’s view, “that while the issuance of the bonds was not directly a purchase of goods and services, it nonetheless imposed fiscal obligations, and Congress was constitutionally charged with deciding such issues” (Section IV, p. 8). Sims’s broader point is that open-market operations always have a fiscal dimension – selling interest-bearing debt to absorb non-interest-bearing liabilities raises current and future interest expense and so requires eventual expenditure cuts or tax increases – and that modern central banks’ routine authority to buy and sell government bonds without case-by-case legislative approval is itself a settled fiscal delegation, not something outside fiscal policy altogether (Section IV, pp. 7-8).
Q9. What does FTPL imply for exchange-rate determination, and how can this generate speculative-attack-style multiple equilibria?
“In simple multicountry extensions of the model…domestic price levels are determined by the ratio of nominal government liabilities to discounted future primary surpluses, and exchange rates are then determined by the ratios of price levels,” with the important twist that if a country borrows in both domestic and foreign currency, fluctuations in its fiscal status are magnified, because it is “the ratio of domestic debt to the primary surplus after dollar interest is subtracted that determines the price level” – so “foreign currency borrowing…acts as leverage in the FTPL relationship” (Section V, pp. 8-9). This opens a fiscal channel for speculative-attack multiple equilibria, distinct from the standard monetary-policy-response channel studied in the international finance literature: Sims suggests that “one aspect of the recent Asian financial crises may be precisely such a mechanism: devaluation can lead to financial distress in large companies or banks and thereby to government bailouts that produce sudden increases in the liabilities of the government” (Section V, p. 9).
Q10. Why does Sims argue the Maastricht fiscal criteria are necessary but not sufficient for EMU price stability, and why is the required fiscal backstop harder to arrange in a currency union?
The Maastricht fiscal criteria “amount to a commitment that each country individually will follow a passive fiscal policy,” which, combined with an active ECB, gives a locally unique stable price path – but “this policy combination also allows unstable equilibria, in which a self-reinforcing, accelerating inflation wipes out the real value of the money stock while leaving the real value of the stock of interest-bearing debt unchanged. No amount of ‘commitment’ or ‘credibility’ on the part of the monetary authority can rule out such equilibria” (Section VI.1, p. 10). Ruling them out for EMU as a whole requires “widespread belief in a fiscal commitment to a floor value for the currency” – but any single EMU member “might well worry that if it moves first with such a backup tax, it could end up carrying the burden for the rest of Europe,” and it is unclear whether any single, especially smaller, member state “has the fiscal resources to credibly promise such a backup” alone, so the needed commitment “would have to involve coordination, with at least several countries jointly taking on the task,” a political achievement Sims regards as untested and uncertain to materialize quickly if a crisis actually began (Section VI.1, p. 10).
Q11. How does the “deflationary depression scenario” show Maastricht’s rules pointing the wrong way, and how could fiscal free-riding paradoxically help?
As deflation pushes interest rates toward zero, escaping the trap requires fiscal action that reduces primary surpluses and credibly signals this will persist – but “standard passive fiscal policy,” which Maastricht enshrines, calls for exactly the opposite as the real value of government liabilities rises, so “if the Maastricht rules are taken seriously, they will point in precisely the wrong direction in such a situation” (Section VI.2, p. 10). Sims notes the irony that the “fiscal free rider problem,” normally a weakness of EMU, could here work toward a solution: “even one country that is sufficiently fiscally expansive despite the Maastricht rules, could undo the liquidity trap, with the resultant reversal of deflation benefiting all members of the EMU” – though if the logic behind this exception is not understood, “the need to break the Maastricht rules in this situation could undermine adherence to them more generally” (Section VI.2, p. 11).
Q12. Why does Sims reject the view that financial markets alone will discipline fiscally irresponsible EMU members?
An alternative view holds that interest-rate differentials across EMU members, reflecting market-perceived default risk, will substitute for formal fiscal discipline, much as US states (which lack independent monetary policy and have occasionally defaulted) are disciplined by their own borrowing costs. Sims calls this “naive, at least as it applies to the first decade or two after the EMU begins,” because unlike US states, EMU members are sovereign states with recent histories of independent monetary policy and their own central-banking apparatus still intact: “if a country were in such distress that its interest rates rise substantially above those of other EMU members…it seems very likely that it would leave the EMU and restart its independent monetary system,” reviving “the option of gentle, uniform, and partial default via inflationary finance and devaluation” (Section VI.3, p. 12). If markets anticipate this exit option, “rising interest rates on debt will fuel speculation that drives the rates up even faster, increasing fiscal distress further, in a rapid spiral leading to crisis” – a dynamic Sims warns “would likely breed contagion effects in other countries” even from a single such episode (Section VI.3, p. 12).
Q13. What is the paper’s overall conclusion about what EMU needs to succeed?
“Human institutions are never perfect, and it is difficult to predict how they will actually work from their paper constitutions… I think it is unlikely that EMU can long survive with the degree of vagueness and weakness in the associated fiscal structure that currently characterize it. This does not mean, though, that the EMU cannot long survive” – Sims’s point is not that EMU is doomed, but that “fiscal institutions can emerge and adapt as necessary in order that EMU survive,” and that “the EMU is more likely to succeed if those running it have thought carefully about all the ways it might fail,” with the FTPL offered as “a useful tool to deploy in that enterprise” (Conclusion, p. 13).
Key terms in this paper
Definitions below follow the paper's own usage.
- The fiscal theory of the price level (FTPL) valuation equation
- the paper's core relation (eq. 6), P = ρB/τ, in which the price level P is determined by the ratio of the real interest rate times nominal government liabilities B to the real primary surplus τ (more generally, the present discounted value of current and future primary surpluses); this coexists with, but is analytically distinct from, the conventional quantity-theory relation P = M/L(r, Y ), and Sims stresses that "neither of these equations stands alone, generally, in determining the price level" -- each is only one component of a full general-equilibrium system.
- Debt dilution versus Ricardian equivalence
- Sims' correction of a "naive" reading of Ricardian equivalence: issuing additional nominal government debt does not commit the government to raising additional real future revenue; if markets believe no such commitment exists, "the effect is not to make the new debt valueless, but simply to dilute the value of all outstanding nominal debt" -- exactly analogous to a private firm issuing new shares that the market understands will fund unproductive spending, which dilutes existing shareholders rather than leaving share price unaffected.
- Active versus passive ("Ricardian") fiscal and monetary policy
- Leeper's (1991) taxonomy, used throughout the paper: "passive" (Woodford's "Ricardian") fiscal policy raises the primary surplus more than enough to offset a rise in real debt, while "active" fiscal policy sets the surplus without regard to the debt level; "active" monetary policy raises the interest rate (or otherwise responds) to a rising price level, while "passive" monetary policy does not. A unique, stable price path requires exactly one of the fiscal or monetary "legs" of the model to be unstable (active) and the other stable (passive) -- either active-money/passive-fiscal or passive-money/active-fiscal -- while both stable or both unstable configurations respectively produce indeterminacy or non-existence in the paper's baseline case.
- The fiscal "backstop" required to rule out explosive equilibria
- Sims' argument that even an active-money/passive-fiscal combination, which yields a locally unique stable price path, generally admits additional, self-reinforcing explosive-inflation equilibria in which real money balances shrink toward zero and the economy approaches barter, unless ruled out; "no amount of 'commitment' or 'credibility' on the part of the monetary authority can rule out such equilibria. What is required to rule them out is widespread belief in a fiscal commitment to a floor value for the currency" -- a backstop that, once credible, is never actually invoked in equilibrium.
- Fiscal free-riding in a currency union
- Sims' central worry about EMU: because the Maastricht Treaty eliminates formal fiscal coordination while (in one interpretation) the ECB is expected to keep interest rates uniform across member states, any single country can run an unbacked fiscal deficit and spread its inflationary consequences across its EMU partners rather than bearing them alone, attaining "a permanent increase in wealth at the expense of other EMU members" if it is not later forced to reverse the expansion -- a moral hazard absent for a country with its own independent currency, which must bear the full inflationary consequences of its own unbacked deficits.