1 Sandia National Laboratories Congestion and Cascades in Coupled Payment Systems Fabien Renault 1 Morten L. Bech 2 Walt Beyeler 3 Robert J. Glass 3 Kimmo.

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1 Sandia National Laboratories Congestion and Cascades in Coupled Payment Systems Fabien Renault 1 Morten L. Bech 2 Walt Beyeler 3 Robert J. Glass 3 Kimmo Soramäki 4 1 Banque de France 2 Federal Reserve Bank of New York 3 Sandia National Laboratories 4 ECB, Helsinki University of Technology Joint Bank of England / ECB Conference on “Payments and monetary and financial stability” Frankfurt 12 November 2007 The views expressed in this presentation are those of the authors and do not necessarily reflect those of their respective institutions

2 Overview Motivation Single RTGS model Coupled RTGS model Correlation between the 2 RTGS systems FX settlement risk under non-PvP Queuing under non-PvP and PvP Conclusion

3 Motivation The 2001 Group of Ten “Report on Consolidation in the Financial Sector” (the Ferguson report) noted a possible increased interdependence between the different systems due to: –The emergence of global institutions that participate to many systems –The emergence of global service providers offering services to many systems –The development of DvP procedures linking RTGS and SSS –The development of CLS The report suggested that these trends might accentuate the role of payment and settlement systems in the transmission of disruptions across the financial system. To complement this previous work, the CPSS (Committee on Payment and Settlement Systems) commissioned a working group to: –describe the different interdependencies existing among the payment and settlement systems of CPSS countries –analyze the risk implications of the different interdependencies

4 Could a modeling approach provide any useful additional information to the regulators ? So far, payment and settlement system modeling has been mainly limited to a single system, with a few exceptions We model the interactions between 2 RTGSs Our model include two forms of interdependencies, as observed by the Working Group System-based Interdependencies System Financial Institution Institution-based Interdependencies System IT service provider Environmental Interdependencies System Real data will not be available at individual level… need for generated data Motivation Dealt with in this presentation

5 The structure of the network (scale-free with an average of 12 counterparties per bank) was chosen in order to mimic the structure of the core of FedWire Payments are generated randomly between a bank and one of its counterparties, according to an intensity varying Poisson process Payments are settled immediately if the paying bank has sufficient liquidity, else they are queued until the paying bank receives some liquidity Single RTGS model Model description RTGS $ Core Extended core Smaller $ local players A3A3 A1A1 A2A2 A5A5 A6A6 A 23 A 21 A4A4 A 22 A 20 AiAi A 97 RTGS $ is a “virtual” RTGS The value of all payments is taken equal to 1 Many participating banks of different sizes (initial balance at the CB, volumes emitted and received, number of counterparties…)

6 Single RTGS model Congestion and cascades Settlements Instructions Queued instructions High liquidity Reducing liquidity leads to episodes of congestion when queues build, and cascades of settlement activity when incoming payments allow banks to work off queues. Settlements Instructions Queued instructions Low liquidity

7 RTGS € Extended core Core Smaller € local players E 20 E4E4 E 21 E 22 E5E5 E 23 E6E6 E3E3 E1E1 E2E2 EiEi E 97 RTGS $ Core Extended core Smaller $ local players A3A3 A1A1 A2A2 A5A5 A6A6 A 23 A 21 A4A4 A 22 A 20 AiAi A 97 RTGS $ and RTGS € are two distinct RTGSs with two different currencies: $ and € RTGS $ and RTGS € are similar in structure 6 “global banks”: –The 3 top banks in RTGS $ : A 1, A 2 and A 3 which are also in the top 20 of RTGS € –The 3 top banks in RTGS € : E 1, E 2 and E 3 which are also in the top 20 of RTGS $ The 6 “global banks” make FX trades (at constant exchange rate) between themselves FX trades are generated randomly between the global banks according to a model similar to the local payments generation model Coupled RTGS model Model description E3E3 E1E1 E2E2 A3A3 A2A2 A1A1 FX market

8 Each RTGS processes: –“Local” payments –Their respective leg of FX trades Those 2 RTGSs are linked: –Via the dual participation of some global banks that can make FX trades (institution-based interdependency) –Via a possible PvP (Payment versus Payment) constraint on the FX trades (system-based interdependency), the alternative being a non-PvP settlement) Local € Payment orders Local $ Payment orders RTGS $ Settled € transactions RTGS € Settled $ transactions PvP Constraint (possibly) Coupled RTGS model Model description $ leg € leg FX trades

9 The two systems are said to be “correlated” if statistically, a period of high settlement rate in one system corresponds to a period of high settlement rate in the other system High liquidity: some degree of correlation (0.22) Low liquidity: no correlation at all (-0.02) Correlation between the two RTGS non-PvP case Result of two simulations (low liquidity in both systems and high liquidity in both systems, non-PvP). The observed settlement rate in both systems is sampled over several “time windows” Settlement Rate in RTGS $ Settlement Rate in RTGS € Period of very high settlement rate in RTGS $ and relatively low settlement rate in RTGS €

10 High liquidity non-PvP Correlation: 0.22 (institution-based interdependency) Correlation between the two RTGS sum-up Low liquidity non-PvP Correlation: (none)

11 Settlement Rate in RTGS $ Settlement Rate in RTGS € Correlation between the two RTGS PvP case Result of two simulations (low liquidity in both systems and high liquidity in both systems, PvP). The observed settlement rate in both systems is sampled over several “time windows” High liquidity: same degree of correlation as in the non-PvP case (0.22) Low liquidity: high degree of correlation (0.83). A settlement cascade in one RTGS can settle an FX transaction and thus propagate to the other RTGS

12 Correlation between the two RTGS sum-up High liquidity (PvP or non-PvP) Correlation: 0.22 (institution-based interdependency) Low liquidity non-PvP Correlation: (none) Low liquidity PvP Correlation: 0.83 (system-based interdependency)

13 Exposure of Banks in case of non-PvP Non-PvP Creates Exposure due to Differences in Settlement Times time Dollar Bank Euro Bank FX Instruction Arrives D Pays E Pays Settlement times may differ due to: structural differences (e.g. time zone differences or topology). Liquidity differences

14 Exposures and liquidity Same level of liquidity and no priority for FX payments Exposure of banks selling euros Exposure of banks selling dollars

15 Prioritizing FX Payments Same level of liquidity and priority for FX payments Exposure of banks selling euros Exposure of banks selling dollars Note big differences in scale

16 Exposures and liquidity differentials High level of liquidity in RTGS € Exposure of banks selling euros Exposure of banks selling dollars

17 Queues: non-PVP Average queue in dollar RTGS Liquidity

18 Queues: PVP Liquidity Average queue in dollar RTGS

19 Cascades and Congestion non - PvP Volatility in settlement rate in dollar RTGS Liquidity

20 Cascades and Congestion PvP Liquidity Volatility in settlement rate in dollar RTGS

21 Conclusions At high liquidity the common FX drive creates discernable correlation in settlement At low liquidity –Congestion destroys instruction/settlement correlation in each system, –Coupling via PvP amplifies the settlement/settlement correlation by coordinating the settlement cascades in the two systems Queuing in systems increases and becomes interdependent with PvP Congestion and cascades becomes more prevalent with PvP Exposure among banks in the two systems –Is inversely related to liquidity available. –Is reduced by prioritizing FX Banks selling the most liquid currency are exposed

22 Upcoming Investigations Effect of settling FX trades through a net funding mechanism –Decrease of the interdependency ? –However, the time critical payments would force the banks to set some liquidity aside… Reaction of the global system to shocks –Contagion of a local shock from one RTGS to another Default of a local player (will the crisis spread out to the other currency zone?) –Effects of global shocks Default of a global player Total shut-down of a RTGS Operational problems affecting the FX link Influence of an intraday FX swap market –Reduced queuing in normal operation –As a mitigation of a local shock affecting one RTGS (beneficial interdependency) Additional market infrastructures (SSSs, CCPs, ICSDs, DNSs, markets...)