tools for forecasting financial crisis

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T ools for fore casting financial crisis Kimmo Soramäki Soramaki Networks Oy [email protected] Presentation at „Forecasting financial crisis‟ topical sesson at ETH Workshop on „Coping with Crisis in Complex Socio-Economic Systems‟  23 June 2011

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Page 1: Tools for Forecasting Financial Crisis

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Tools for forecasting financial crisis

Kimmo Soramäki

Soramaki Networks [email protected]

Presentation at „Forecasting financial crisis‟ topical sesson at ETH Workshop on „Copingwith Crisis in Complex Socio-EconomicSystems‟  

23 June 2011

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 Are we forecasting:

Timing, , or Outcome?

or Macro events?

Process

Micro 

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• Three components of models

 – Topology of interactions

 – System dynamics

 – Economic behavior

How to bring research to policy?

• Financial Network Analytics -software

Outline

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Payment systems

0.00E+00

5.00E+14

1.00E+15

1.50E+15

2.00E+15

2.50E+15

 Annual value (euros) Liquidity need Age of the universe (hours)

0.00E+00

5.00E+14

1.00E+15

1.50E+15

2.00E+15

2.50E+15

 Annual value (euros) Liquidity need

0.00E+00

5.00E+14

1.00E+15

1.50E+15

2.00E+15

2.50E+15

 Annual value (euros)

0.00E+00

5.00E+14

1.00E+15

1.50E+15

2.00E+15

2.50E+15

 Annual value (euros) Liquidity need Age of the universe (days)

~1939 tr

~194 tr~120 tr~5 tr

Bech, Preisig and Soramäki (2008),FRBNY Economic Review, Vol. 14, No. 2.

Page 5: Tools for Forecasting Financial Crisis

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Topology of interactions

Total of ~8000 banks

66 banks comprise 75% of value25 banks completely connected

Degree distribution

Soramäki, Bech, Beyeler, Glass and Arnold(2006), Physica A, Vol. 379, pp 317-333. 

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Complex dynamics

Bank i Bank j

Payment system

1 Agent instructs 

bank to send a 

payment 

2 Deposi tor account 

is debited 

Di D j

5 Payment account 

is credited 

4 Payment account 

is debited 

Productive Agent Productive Agent

6 Deposi tor account 

is credited 

Qi

3 Payment is s ett led 

or queued 

Bi > 0 Q j

7 Queued payment,

if any, is released 

Q j > 0

Bi B j

Central bank

Beyeler, Glass, Bech and Soramäki(2007), Physica A, 384-2, pp 693-718.

Liquidity

Market

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Instructions

     P    a    y    m    e    n     t    s

TimeTime

PaymentSystem

When liquidity is highpayments are submittedpromptly and banksprocess paymentsindependently of each

other

Instructions Payments

Summed overthe network,instructionsarrive at a steadyrate

Liquidity

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Instructions

     P    a    y    m    e    n     t    s

Time

Reducing liquidity leads toepisodes of congestionwhen queues build, andcascades of settlementactivity when incomingpayments allow banks to

work off queues. Paymentprocessing becomescoupled across thenetwork 

PaymentSystem

Instructions Payments

Time

Cascade Length

     F    r    e    q    u    e    n    c    y

Liquidity

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Complex dynamics

Bank i Bank j

Payment system

1 Agent instructs 

bank to send a 

payment 

2 Deposi tor account 

is debited 

Di D j

5 Payment account 

is credited 

4 Payment account 

is debited 

Productive Agent Productive Agent

6 Deposi tor account 

is credited 

Qi

3 Payment is s ett led 

or queued 

Bi > 0 Q j

7 Queued payment,

if any, is released 

Q j > 0

Bi B j

Central bank

Beyeler, Glass, Bech and Soramäki(2007), Physica A, 384-2, pp 693-718.

Liquidity

Market

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• Example: How much liquidity to post?

• Cost for a bank in a payment system depends on – Choice of liquidity and

 –

Delays of settlement

• Banks liquidity choice depends on other banks‟ liquidity choice

• We develop ABM – payoffs determined by a

realistic settlement process

 – reinforcement learning

 – look at equilibrium

Galbiati and Soramäki (2011), JEDC,Vol. 35, Iss. 6, pp 859-875

Economic behavior

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Liquidity demand curve

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How to operationalize all this?

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Data tsunami

• Digital information is doubling every 1.2 years. Open data, datascience, … 

• Regulatory response to recent financial crisis was to strengthen

macro-prudential supervision with mandates for more regulatorydata

• The challenge will be tounderstand and analyze the data

•  “ Analytics based policy”, i.e. theapplication of computertechnology, operational research,and statistics to solve regulatoryproblems

Katsushika Hokusai. The great wave off Kanagawa ~1830

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Network maps

• Recent financial crisis brought to light the need to look atlinks between financial institutions

• Natural way to visualize the financial system

•  „Network thinking‟ widespread by regulators 

• Mapping of the financial systemhas only begun

Eratosthenes' map of the knownworld, c.194 BC.

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Intelligence

• Financial crisis are different andrare

• Technology, products andpractices change

• Data is not clean, actions are not „rational‟  

• Hard to develop algorithms

•  A solution is to augment humanintelligence(in contrast to AI and algorithms)

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Objectives

• Provide a tool for exploration, analysis andvisualization of regulatory financial data

• Provide a extendible platform for customfunctionality, and agent based and simulationmodels

• Make advances in research available to policy

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Roots of the work 

• Bof-PSS2 – Bank of Finland, 1997-

 – Payment system simulator used in ~60 central banks

•  Loki

 – NISAC at Sandia National Laboratories, 2004-

 – Toolkit for network analysis and ABM

• Sponsored by Norges Bank, collaborative effortswith other central banks

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Scope

Research Policy Operations

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Paradigm

Datavalidation

Analysis andmodeling

Visualization

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demo

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www.fna.fi

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Thank you

Contact us

[email protected]