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Optimize or die
How to coordinate regulation
(Basel III), market and business
strategy in the planning of a
financial institution
Ramon Trias
CEO
AIS Aplicaciones de Inteligencia Artificial
rtrias@ais-int.com
www.ais-int.com
Madrid, September 2013
Motivation
Balance Sheet and P&L Projections
Conclusions
Agenda
2 | © 2012 Global Association of Risk Professionals. All rights reserved.
Motivation
Balance Sheet and P&L Projections
Conclusions
Agenda
3 | © 2012 Global Association of Risk Professionals. All rights reserved.
Traditionally we have focused on separated risks: credit, market, liquidity…
We have learnt numerous methodologies and developed technologies which
are useful to treat them separately – siloed approach - .
Now we are able to plan the optimal strategy considering the whole business:
calculating the optimum distribution of the portfolios in order to meet the
A Little History…
4 | © 2012 Global Association of Risk Professionals. All rights reserved.
calculating the optimum distribution of the portfolios in order to meet the
bank’s business objectives, taking into consideration all types of restrictions
and all kind of risks.
This has been the evolution…
Financial Modeling Evolution
Credit Macroeconomics
Other risks
Failure –
oriented
(bankruptcy /
default )
CreditPortfolioView,
Stress testing, RDF
Operational,
reputational,
liquidity, ...
5 | © 2012 Global Association of Risk Professionals. All rights reserved.
Market CorporateMerton
COSO
Basel II
Stress
test
Business
Integration
Optimization
Main attention
to prices.
speculation,
volatility
B/S Projection
What happened in the PAST is not the best answer to forecast the
FUTURE.
WHY?
Statistical methods are based on historical information
Control and regulation based on ratios have sense in stable times or quiet noise
evolution.
Where Are We Going To?
6 | © 2012 Global Association of Risk Professionals. All rights reserved.
evolution.
Complexity has raised (and goes on arising) from different sources.
But, risk management makes more sense if it does integrate all risks with
business objectives.
To do so, it is necessary to OPTIMIZE.
We, risk experts, are also the best qualified on modeling
business functions in Financial Institutions:
Where Are We Going To?
7 | © 2012 Global Association of Risk Professionals. All rights reserved.
Rescuing well known tools and concepts
The next step into this new position is
Where Are We Going To?
Strategic Planning
8 | © 2012 Global Association of Risk Professionals. All rights reserved.
Tools for Balance Sheet and P&L projection, subject to
optimization criteria, in a changing environment.
Motivation
Balance Sheet and P&L Projections
Conclusions
Agenda
9 | © 2012 Global Association of Risk Professionals. All rights reserved.
To implement a system that really helps managers to make decisions
about which strategy to follow, by laying out the optimum asset and
liabilities structure from the leading objective perspective.
Integrating –convoluting- all sources of profit and loss – risks, earnings,
funding ...
Our Proposal
10 | © 2012 Global Association of Risk Professionals. All rights reserved.
Considering all limitations and restrictions (Basel III, market, business…)
Mixing economic forecast from a formal model with extra model
scenarios.
Using a dynamic view, not a still photograph.
Our Proposal
Current Portfolio, regulatory
Results
• Balance
• Results
Macro-economy Macro Scenarios
Financial System
Dynamics
Scenarios Generator
11 | © 2012 Global Association of Risk Professionals. All rights reserved.
Current Portfolio, regulatory
restrictions, market restrictions
Proposal
• Cash Flow
Statement
• Req. capital
• Regulatory
capital
• RAROC/ROE
• Bank value
• Liquidity
Feedback
Risk Tolerance
Other Restrictions
Optimization Criteria
Risks:
Credit, ALM, Liquidity,
Interest Gaps,
Treasury, Other
Example
How Should This System Work?
The effect of anticipating the schedule of implementation of Basel III short
term liquidity ratio.
Let’s see how, the anticipation of this ratio affects the forecasted assets and
liabilities in the optimale plan.
12 | © 2012 Global Association of Risk Professionals. All rights reserved.
We consider the optimization of a balance sheet of a hypothetical bank. The
optimization criteria is the maximization of profit. The active restrictions are Basel II
and Basel III frameworks.
Comparacion_Proy1
The maximum
13 | © 2012 Global Association of Risk Professionals. All rights reserved.
The maximum
profit that could be
reached is lower
than before.
The first victim
would be the
trading portfolio.
1 2
Comparacion_Proy1
Mortgage loans
14 | © 2012 Global Association of Risk Professionals. All rights reserved.
Mortgage loans
would fall
The debt structure
would change
Comparacion_Proy1
Cash increase
15 | © 2012 Global Association of Risk Professionals. All rights reserved.
Cash increase
Lower profit
1 2
Optimization. All the Limitations Together.
ratioCooke
leverage%
ratiocoveragestablenet
ratiocoverageliquidity
amountfinacingtermLong
availablefinancingtermLong
FlowCashNet
=
=
=
=
=
=
=
rc
ap
nscr
lcr
IRFE
FDE
SHL
tsLiquidAsse
developersStateRealSMEstoLoans
CapitalTotal
CapitalTier11
1TierEquity:CapitalCore
%80LTVMortgages
=
=
=
=
=
<=
AL
CR
CT
C
CB
M
16 | © 2012 Global Association of Risk Professionals. All rights reserved.
Basel II Basel III
1
*85.065.0
1
)*25.0,max(
1
03.0
≥
+
+
=
≥
−
+
=
+
=≤
CRM
sLongliabilitieCT
nscr
outinout
depBCcash
lcr
CRM
C
ap
[ ]
[ ]
[ ]
[ ] [ ]BICTBIICT
QISdelIIgoupparaaprox
CRMBIICT
CRMBIIC
CRMBIICB
≅
+≥
+≥
+≥
2010
08.0*)75.035.0(
04.0*)75.035.0(1
02.0*)75.035.0(
[ ]
[ ]
[ ]BIICTCT
BIICC
BIICBCB
QISdelIIgoupparaaprox
CRMCT
CRMC
CRMCB
≅
≅
≅
+≥
+≥
+≥
175,01
5.0
2010
105.0*)75.035.0(
085.0*)75.035.0(1
07.0*)75.035.0(
50
100
150
200
250
300
350
400
Hipo
Retornos
capEconomico
max PyMEs
max Hipotecas
Liquidez Largo
Apalancamiento
Capital Total
Tier1 Ampliado
Capital Base
balance
Restricciones
50
100
150
200
250
300
350
400
Hipo
50
100
150
200
250
300
350
400
Hipo
Optimization. All the Limitations Together.
17 | © 2012 Global Association of Risk Professionals. All rights reserved.
50 100 150 200
PyMEs
50 100 150 200
PyMEs
50 100 150 200
PyMEs
50 100 150 200
PyMEs
50
100
150
200
250
300
350
400
Hipo
50 100 150 200
PyMEs
50
100
150
200
250
300
350
400
Hipo
When calculating the best plan to reach
the business objectives of the bank, it is
a must to consider all the restrictions
involved: regulation, market, policies...
Any single change gives a new assets
and liabilities position.
Required Technology To Make This System Work
• Macro variables forecast: VAR models. Multiequational and
multivariable. Cointegrated.
• Conditional distributions mixes extra-model scenarios with formal
forecasts.
• Microeconomic models links macroeconomic scenarios with internal
flows –PD, LGD, credit demand, cost of funds, ...
• Risk drivers: Macroeconomic together with residual variables from
micro models.
• Capital Economic: optional (Vasicek multifactor, RDF …)
Macroeconomic
Scenarios
18 | © 2012 Global Association of Risk Professionals. All rights reserved.
• System dynamics: modeling the accounts and flows.
• Optimization gives us the best values of controllable flows – New
credits, portfolios sales, new funds, capital issues, ...
• Limits: ratios, accounts and flows, orthogonal and combined
• Restrictions: lineal and non-lineal. Internal point method
• Objective function: SVA, EVA …
• Computing modules: NRC, IPOPT, C++
Optimization
Engine
Macroeconomic Scenario. Building The Models.
MacroEconomic
VAR model
{ }[ ] { }ttYB ε=Φ )(
Scenario
{ }[ ] { } { }[ ] { }TttTttt YYY ,1,1
*
∈∈
⊂→∃
Conditioned
Generalized Forecast
[ ]*
,ˆ; YYY ΣΩ
It would be useful that the
methodology used to build the
macroeconomic scenario model
allowed to automatically
computed projections of the
non-defined variables
B/S,
Parameters,
Coefficients,
19 | © 2012 Global Association of Risk Professionals. All rights reserved.
Micro Economic
flows models
{ } { }[ ]i
tt
ii
t YLz ε,=
[ ]*
,ˆ; TnTnTnTn YYY ×××× ΣΩ
Portfolios
covariance
[ ]YPortfolios G Σ=Σ
Economic Capital
model
{ }[ ]YLK tt ≤
ε as Risk Appetite
{ }[ ][ ]
( ) { }[ ]YLVaR
YLCDF
tt
t
=
⇒=
ε
ε
Feeds
Optimization
Model
Coefficients,
Maturity
Macroeconomic Scenario. Building The Models.
Optimization assumes as
restrictions equalities and
inequalities about accounts
and flows
System Dynamics
Accounts and Flows
Feeds
Optimization
Model
{ }[ ]
{ } { }[ ]
xXWZ tt
xt
,max =
Optimization
Objective Function
{ }{ }{ }[ ]
{ }{ }{ }[ ] LTt
Tt
xXSVA
xXEVAZ
∈∀
∈∀=
,
,max
20 | © 2012 Global Association of Risk Professionals. All rights reserved.
Accounts and Flows
{ } { }{ }{ }{ }[ ]11 ,,,, −−= tttttt xXxXGxX
{ } { }[ ]
{ }[ ] { }nitxXF
xXGxXts
tt
itittt
,1,;0,
,,..
∈≥
= −−
Output to
BudgetingExecutive FormatNew scenarios
Macroeconomic Scenario. Macro Variables Forecast.
Forecasted
Scenario
Expert
Validations
21 | © 2012 Global Association of Risk Professionals. All rights reserved.
Macroeconomic Scenario. Conditioned Forecast.
Forecasted
Scenario
Expert
Validations
22 | © 2012 Global Association of Risk Professionals. All rights reserved.
FUNDS
PORTFOLIO
Collection
Formalizations Oustanding
Interest
Recoverd
Outstanding
capital
recovered
Partial amortization,
Prepayments
Associated
Costs
Installments
Optimization Engine. System Dynamics
The system should
be able to simulate
the progression of
the accounts and
flows
23 | © 2012 Global Association of Risk Professionals. All rights reserved.
DEFAULT
RESULTS
Default
Recoveries
RECOVERED
ASSETS
Total
Debt
Bad Loan Losses
Current
Interest
Default interest
FUNDS
PORTFOLIO
Collection
Formalizations Oustanding
Interest
Recoverd
Outstanding
capital
recovered
Partial amortization,
Prepayments
Associated
Costs
Installments
Optimization Engine. System Dynamics
The system should
be able to simulate
the progression of
the accounts and
flows
Eg. Mortgages(t)=Mortgages(t-1)-Amortizations(t)-Early Cancelations(t)-
New Past due Loans(t)-Portfolio Sales(t)-Securitizations(t)+New
Mortgages(t)
24 | © 2012 Global Association of Risk Professionals. All rights reserved.
DEFAULT
RESULTS
Default
Recoveries
RECOVERED
ASSETS
Total
Debt
Bad Loan Losses
Current
Interest
Default interest
- Amortizations is an “arithmetic” function of maturity and conditions.
- Early Cancelations, New Past due Loans are statistical functions that
depend on macroeconomic variables.
- Portfolio Sales, Securitization and New Mortgages are calculated by the
Optimization module.
Optimization problem can be stated as:
{ }[ ]xXWZ tt ,max = ( )
xandXtoimposednsrestrictiothedefinesit
linealnonbecanfunctionsionalmultidimenaisF
What Can Optimization Do For Strategic Planning?
An optimization based system
explores automatically a
universe of possible asset,
liabilities and capital structures
and chooses the best plan
25 | © 2012 Global Association of Risk Professionals. All rights reserved.
{ }[ ] { }
{ } { }[ ] { }nitxXGxX
ntxXF
ts
itittt
tt
,1,,,
,10,
..
∈=
∈≥
−−
( )
( )
( )nstransactioflowsofVectorx
accountsstatesofVectorX
criteriaonoptimizatitheDefinesW
nstransactioandaccountsofdynamicsthedefinesit
linealnonbecanfunctionsionalmultidimenaisG
xandXtoimposednsrestrictiothedefinesit
What Can Optimization Do For Strategic Planning?
Asset
Asset
Asset
Asset
Asset
Capital needed
Internal capital
calculation
Given
N assets to 1 capital
Ratios, states
Valuation
Usually…
26 | © 2012 Global Association of Risk Professionals. All rights reserved.
Optimized Plan
Asset
Asset
Asset
Asset
Asset
Asset
Capital Limits
Given
Other Restrictions
Internal capital
calculation
Objective 1 capital to N assets (& funds)
Calculated with iterations
Non lineal function
Prioridades
Priorities
27 | © 2012 Global Association of Risk Professionals. All rights reserved.
If it is not possible to
accomplish all
restrictions, the system
should allow to
establish priorities.
Optimization Engine. Restriction Analysis.
Mortgages
granted
28 | © 2012 Global Association of Risk Professionals. All rights reserved.
Restrictions can be
active or superfluous.
The system should
then show the
gap/excess amount.
Time
Financial
prospects
Board Commercial
Commercial
Risk
appetite
Strategic
guides
Services
Who Takes Advantage of That?
29 | © 2012 Global Association of Risk Professionals. All rights reserved.
Commercial
direction
Financial
direction First
commercial
plan
Adjusted
budget
Treasury
Portfolio
manager
Detailed
budget
Branches
Follow-up, risk,
quality,
profitability
Funds
offer
Services
& credit
demand
* Maximum value subject to: accounting constrains, Basel II & III rules, commercial limits, strategic guides, risk appetite
Financial
prospects
Board Commercial
Commercial
Risk
appetite
Strategic
guides
Services
Who Takes Advantage of That?
30 | © 2012 Global Association of Risk Professionals. All rights reserved.
Commercial
direction
Financial
direction First
commercial
plan
Adjusted
budget
Treasury
Portfolio
manager
Detailed
budget
Branches
Follow-up, risk,
quality,
profitability
Funds
offer
Services
& credit
demand
Strategic
Planning
Tool*
* Maximum value subject to: accounting constrains, Basel II & III rules, commercial limits, strategic guides, risk appetite
Motivation
Balance Sheet and P&L Projections
Conclusions
Agenda
31 | © 2012 Global Association of Risk Professionals. All rights reserved.
“Financial Risk Management started as one thing and has ended as another.”
(Manz, 2011)
We, risk experts, are also the best qualified on modeling business functions in
Financial Institutions.
The next step into this new approach to Strategic Planning, tools for Balance
Conclusions
32 | © 2012 Global Association of Risk Professionals. All rights reserved.
Optimize or die…
The next step into this new approach to Strategic Planning, tools for Balance
Sheet and P&L projection, subject to Optimization criteria, in a changing
environment.
Annex
Main attention to prices. Volatility. Stocastic processes, Fourier diffussion
Arrow, K.J. (1964), The role of Securities in the optimal allocation of Risk-bearing. The Review of Economic
Studies Vol 31, no. 2 Apr 1964)
Bachelier, L. (1900), Théorie de la spéculation, Gauthier-Villars.
Bankers Trust, VAR as a Risk Measure. See http://value-at-risk.net/proprietary-var-measures/
Black, F. and M. Scholes (1973), The Pricing of Options and Corporate Liabilities. The Journal of Political
Economy vol 81, 3
Elton, E.J. and M.I. Gruber (1981), Modern Portfolio Theory and Investment Analysis, John Whiley
Fama, E. (1965), The Behavior of Stock Market Prices efficient-market hypothesis (EMH)
Guill, D.G. (2009), Bankers Trust and the Birth of Modern Risk Management .Warton School,U.Pensivania
Market Risk
Financial Modeling Evolution
34 | © 2012 Global Association of Risk Professionals. All rights reserved.
Guill, D.G. (2009), Bankers Trust and the Birth of Modern Risk Management .Warton School,U.Pensivania
http://fic.wharton.upenn.edu/fic/case%20studies/Birth%20of%20Modern%20Risk%20Managementapril09.pdf
JP Morgan (1996) ,Risk Metrix, Technical Document http://www.riskmetrics.com
Macaulay, F. (1910), Money, credit and the price of securities, University of Colorado.
Markowitz, H.M. (1959), Portfolio Selection: Efficient Diversification of Investments . New York: John Wiley &
Sons.
Merton, R.C. (1973), "Theory of Rational Option Pricing". Bell Journal of Economics and Management
Science (The RAND Corporation) 4 (1): 141–183
Merton, R.C. (1995), Influence of Mathematical Models in Finance on Practice: Past. Present and Future . In
Mathematical Models in Finance, Chapman Hall. London
Regnault, J. (1863), Calcul des chances et philosophie de la Bourse, Mallet-Bachelier, Paris
Samuelson, P. (1965), Proof that ProperlyAnticipated Prices Fluctuate Randomly
Savage, L.J. (1954), The Foundations of Statistics (John Wiley and Sons, New York).
Trias, R. (1982), Rendimiento, Riesgo y Selección de Activos Financieros. Banco Urquijo
Vasicek, O. (1977), An Equilibrium Characterisation of the Term Structure. Journal of Financial Economics 5
(2): 177–188.
Credit Risk
Financial Modeling Evolution
Failure – oriented (Bankruptcy / Default )----
Actuarial model, Binomial Gamma Negative Binomial Distributions, Characteristic
Functions
AIS (1987), Credit Scoring Models, Behaviour Scoring, shops channel.
Altman, I.E. (1968), Financial Ratios, Discriminant Analysis and the Prediction of Corporate Bankruptcy.
Journal of Finance: 189–209.
35 | © 2012 Global Association of Risk Professionals. All rights reserved.
Beaver, H.W. (1966), Financial ratios predictors of failure Journal of Accounting Research, 4, p. 71-111.
Credit Suisse Financial Products (1997), CreditRisk+,
http://www.macs.hw.ac.uk/~mcneil/F79CR/creditrisk.pdf
Fair Credit Reporting Act (1970), http://www.ftc.gov/os/statutes/fcradoc.pdf
FICO Credit Scoring History http://www.fico.com/en/Company/Pages/history.aspx
Trias, R. et al. (2008), El método RDF, El nuevo estándar de stress testing de riesgo de crédito, AIS
http://www.ais-int.com/wp-content/uploads/2011/12/RDF_Articulo_01.pdf
English version : The RDF methodology, the new standard stress testing credit risk
http://www.ais-int.com/wp-content/uploads/2011/12/Article-01-RDF-Eng.pdf
Vasicek, O. (1987), Probability of loss on loan portfolio. KMV Corporation
Wells Fargo First Behaviour Scoring. In http://www.fico.com/en/Company/Pages/history.aspx
Other risks & other models
Financial Modeling Evolution
1990s Minor worries about .Basel II Pillar II – Systems, Pension, Concentration, Reputational, Liquidity and
Legal Risk.
Actuarial approach: data collection, events distribution – Poison, Gamma distributions, Extreme Value
Theory, Distribution Mixtures, Survival analysis, Statistics for rare events, convolution, characteristic
functions. …
Basel Committee on Banking Supervision (2004), Basel II New Basel Capital Accord – Pillar I.
Operational Risk
Basel II Capital ratios
36 | © 2012 Global Association of Risk Professionals. All rights reserved.
Basel II – Capital reinforcement. Capital ratios
COSO (1991), Internal Control: Integrated Framework. Committee of Sponsoring Organizations of the
Treadway Commission.
Cruz, M., R. Coleman and G. Salkin (1998), Modeling and Measuring operational risk, Journal of Risk
Vol1 No 1, pp.63-72
Hoffman, D.G. (ed.) (1998), Operational Risk and Financial Institutions. Risk Publicaations. London
Power, M. (2003), The invention of Operational Risk. Discussion Paper no. 16 ESRC Centre for Analysis of
Risk and Regulation.
Baring Bank destruction (1995)
Macroeconomic
Financial Modeling Evolution
Green H.W. (1993), Econometric Analysis, Collier Macmillan
McKinsey & Co. (1997), Credit View. Research report, McKinsey & Co
McKinsey Credit Portfolio View. Econometric Model factor obtained combining real macroeconomic variables
Rösh, D. and H. Scheule (2008), Stress Testing for Financial Institutions. Risk Books
Ruiz, G and R. Trias (2011), Financial crisis and risk measurement: the historical perspective and a new
methodology, in the book by Óscar Dejuan Ed.: “The first great recession of the 21st century”. Edward Elgar.
Trias, R. et al. (2009), El método RDF: Escenarios económicos para el stress testing, AIS http://www.ais-
int.com/wp-content/uploads/2011/12/AIS-RDF-Articulo-02.pdf. English version: The RDF methodology:
37 | © 2012 Global Association of Risk Professionals. All rights reserved.
int.com/wp-content/uploads/2011/12/AIS-RDF-Articulo-02.pdf. English version: The RDF methodology:
Economic scenarios for stress testing. http://www.ais-int.com/wp-content/uploads/2011/12/Article-02-RDF-
Eng.pdf
Corporate
Financial Modeling Evolution
Beazer F.W (1976), The Theory of portfolio choice and its applicability to bank asset management. Euromoney pgs 52-73
Cohen K.J. (1970), Programming Bank Portfolios under Uncertainty, Journal of Bank Research , vl1,num1 pgs 42-61
Cohen, K. J. (1972), Dynamic Balance Sheet Management: A Management Science Approach. Journal of Bank Research
Winter, pgs 9-19
Cohen,K. J. (1979), A Linear Programming Planning Model for Bank Holding Companies. Journal of Bank Research Autum pgs
152-164
Monti, M. (1972), Deposit, Credit and Interest Rate Determination under alternative Bank Objective Functions. Mathematical
methods in investment and finance, North-Holand, Amsterdam pgs 431-454
38 | © 2012 Global Association of Risk Professionals. All rights reserved.
Pyle, D.H. (1971), On the theory of financial intermediation. Journal of finance vol 26, num 3 pgs 737-747
Sealey C.W., Jr and J.T. Lindley (1977), Inputs, outputs and a theory of production and cost at depositary financial institution.
The Journal of Finance vol XXXII num 4 pags 1251-1265
Ruiz, G. and R. Trias (2012), Viabilidad de las entidades financieras y las nuevas metodologías reguladoras, Cuadernos de
Información Económica de FUNCAS http://www.ais-int.com/wp-content/uploads/2012/12/RTrias-GRuiz_FUNCAS_2012.pdf
English Version::Viability of Financial Entities and New Regulatory Methodologies. Article originally published in FUNCAS
“Cuadernos de Información Económica” (Funcas Economic Information Journal) nº 230 September-October 2012, redrafted in
accordance with Act 9/2012. http://www.ais-int.com/en/viability-of-financial-entities-and-new-regulatory-methodologies.html
Tennent, J. and G. Friend (2005), Guide to business modellling, The Economist Newspaper Ltd.
Trias, R. and A. Rodríguez (1980), Simulación y optmización en planificación bancaria. Informática-SIMO.
Trias, R. (1980), El Modelo POTS de Planificación Financiera. Instituto de Economia Aplicada. Internal documentation for
Planification Process Application
Van Loo, P.D. (1980), On the microeconomic foundation of bank behavior in macroeconomic models. The Economist 128 nr 4,
pgs 474-495
General
Financial Modeling Evolution
Arvanitis, A (2001), Gregory, Jon. Credit, the complete guide to pricing, hedging and Risk Management. Risk
books
Balternsperger, E. (1980), Alternative approaches to the theory of the banking firm. Journal of Monetary
Economics 6 pgs 1-37
Bessis, J. (1998), Risk Management in Banking. Whiley,
Cannata, F. et al. (2011), Basel III and beyond. Risk Books
Malz M.A. (2011), Financial Risk Management. Models, History and Institutions. Whiley
39 | © 2012 Global Association of Risk Professionals. All rights reserved.
Ong K.M. (1999), Internal Risk Models. “Capital Allocation and Performance Measurement”. Risk Books
Creating a culture of
risk awarenessTM
Global Association of
Risk Professionals
111 Town Square Place
Suite 1215
Jersey City, New Jersey 07310
USA
+ 1 201.719.7210
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40 | © 2012 Global Association of Risk Professionals. All rights reserved.
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London, EC2M4YN
UK
+44(0)20 73979630
www.garp.org
About GARP | The Global Association of Risk Professionals (GARP) is a not-for-profit global membership organization dedicated to preparing professionals and organizations to make
better informed risk decisions. Membership represents over 150,000 risk management practitioners and researchers from banks, investment management firms, government agencies,
academic institutions, and corporations from more than 195 countries and territories. GARP administers the Financial Risk Manager (FRM®) and the Energy Risk Professional (ERP®)
exams; certifications recognized by risk professionals worldwide. GARP also helps advance the role of risk management via comprehensive professional education and training for
professionals of all levels. www.garp.org.

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How to Coordinate Regulation (Basel III), Market and Business Strategy in the Planning of a Financial Institution: Optimize or die!

  • 1. Optimize or die How to coordinate regulation (Basel III), market and business strategy in the planning of a financial institution Ramon Trias CEO AIS Aplicaciones de Inteligencia Artificial rtrias@ais-int.com www.ais-int.com Madrid, September 2013
  • 2. Motivation Balance Sheet and P&L Projections Conclusions Agenda 2 | © 2012 Global Association of Risk Professionals. All rights reserved.
  • 3. Motivation Balance Sheet and P&L Projections Conclusions Agenda 3 | © 2012 Global Association of Risk Professionals. All rights reserved.
  • 4. Traditionally we have focused on separated risks: credit, market, liquidity… We have learnt numerous methodologies and developed technologies which are useful to treat them separately – siloed approach - . Now we are able to plan the optimal strategy considering the whole business: calculating the optimum distribution of the portfolios in order to meet the A Little History… 4 | © 2012 Global Association of Risk Professionals. All rights reserved. calculating the optimum distribution of the portfolios in order to meet the bank’s business objectives, taking into consideration all types of restrictions and all kind of risks. This has been the evolution…
  • 5. Financial Modeling Evolution Credit Macroeconomics Other risks Failure – oriented (bankruptcy / default ) CreditPortfolioView, Stress testing, RDF Operational, reputational, liquidity, ... 5 | © 2012 Global Association of Risk Professionals. All rights reserved. Market CorporateMerton COSO Basel II Stress test Business Integration Optimization Main attention to prices. speculation, volatility B/S Projection
  • 6. What happened in the PAST is not the best answer to forecast the FUTURE. WHY? Statistical methods are based on historical information Control and regulation based on ratios have sense in stable times or quiet noise evolution. Where Are We Going To? 6 | © 2012 Global Association of Risk Professionals. All rights reserved. evolution. Complexity has raised (and goes on arising) from different sources. But, risk management makes more sense if it does integrate all risks with business objectives. To do so, it is necessary to OPTIMIZE.
  • 7. We, risk experts, are also the best qualified on modeling business functions in Financial Institutions: Where Are We Going To? 7 | © 2012 Global Association of Risk Professionals. All rights reserved. Rescuing well known tools and concepts
  • 8. The next step into this new position is Where Are We Going To? Strategic Planning 8 | © 2012 Global Association of Risk Professionals. All rights reserved. Tools for Balance Sheet and P&L projection, subject to optimization criteria, in a changing environment.
  • 9. Motivation Balance Sheet and P&L Projections Conclusions Agenda 9 | © 2012 Global Association of Risk Professionals. All rights reserved.
  • 10. To implement a system that really helps managers to make decisions about which strategy to follow, by laying out the optimum asset and liabilities structure from the leading objective perspective. Integrating –convoluting- all sources of profit and loss – risks, earnings, funding ... Our Proposal 10 | © 2012 Global Association of Risk Professionals. All rights reserved. Considering all limitations and restrictions (Basel III, market, business…) Mixing economic forecast from a formal model with extra model scenarios. Using a dynamic view, not a still photograph.
  • 11. Our Proposal Current Portfolio, regulatory Results • Balance • Results Macro-economy Macro Scenarios Financial System Dynamics Scenarios Generator 11 | © 2012 Global Association of Risk Professionals. All rights reserved. Current Portfolio, regulatory restrictions, market restrictions Proposal • Cash Flow Statement • Req. capital • Regulatory capital • RAROC/ROE • Bank value • Liquidity Feedback Risk Tolerance Other Restrictions Optimization Criteria Risks: Credit, ALM, Liquidity, Interest Gaps, Treasury, Other
  • 12. Example How Should This System Work? The effect of anticipating the schedule of implementation of Basel III short term liquidity ratio. Let’s see how, the anticipation of this ratio affects the forecasted assets and liabilities in the optimale plan. 12 | © 2012 Global Association of Risk Professionals. All rights reserved. We consider the optimization of a balance sheet of a hypothetical bank. The optimization criteria is the maximization of profit. The active restrictions are Basel II and Basel III frameworks.
  • 13. Comparacion_Proy1 The maximum 13 | © 2012 Global Association of Risk Professionals. All rights reserved. The maximum profit that could be reached is lower than before. The first victim would be the trading portfolio. 1 2
  • 14. Comparacion_Proy1 Mortgage loans 14 | © 2012 Global Association of Risk Professionals. All rights reserved. Mortgage loans would fall The debt structure would change
  • 15. Comparacion_Proy1 Cash increase 15 | © 2012 Global Association of Risk Professionals. All rights reserved. Cash increase Lower profit 1 2
  • 16. Optimization. All the Limitations Together. ratioCooke leverage% ratiocoveragestablenet ratiocoverageliquidity amountfinacingtermLong availablefinancingtermLong FlowCashNet = = = = = = = rc ap nscr lcr IRFE FDE SHL tsLiquidAsse developersStateRealSMEstoLoans CapitalTotal CapitalTier11 1TierEquity:CapitalCore %80LTVMortgages = = = = = <= AL CR CT C CB M 16 | © 2012 Global Association of Risk Professionals. All rights reserved. Basel II Basel III 1 *85.065.0 1 )*25.0,max( 1 03.0 ≥ + + = ≥ − + = + =≤ CRM sLongliabilitieCT nscr outinout depBCcash lcr CRM C ap [ ] [ ] [ ] [ ] [ ]BICTBIICT QISdelIIgoupparaaprox CRMBIICT CRMBIIC CRMBIICB ≅ +≥ +≥ +≥ 2010 08.0*)75.035.0( 04.0*)75.035.0(1 02.0*)75.035.0( [ ] [ ] [ ]BIICTCT BIICC BIICBCB QISdelIIgoupparaaprox CRMCT CRMC CRMCB ≅ ≅ ≅ +≥ +≥ +≥ 175,01 5.0 2010 105.0*)75.035.0( 085.0*)75.035.0(1 07.0*)75.035.0(
  • 17. 50 100 150 200 250 300 350 400 Hipo Retornos capEconomico max PyMEs max Hipotecas Liquidez Largo Apalancamiento Capital Total Tier1 Ampliado Capital Base balance Restricciones 50 100 150 200 250 300 350 400 Hipo 50 100 150 200 250 300 350 400 Hipo Optimization. All the Limitations Together. 17 | © 2012 Global Association of Risk Professionals. All rights reserved. 50 100 150 200 PyMEs 50 100 150 200 PyMEs 50 100 150 200 PyMEs 50 100 150 200 PyMEs 50 100 150 200 250 300 350 400 Hipo 50 100 150 200 PyMEs 50 100 150 200 250 300 350 400 Hipo When calculating the best plan to reach the business objectives of the bank, it is a must to consider all the restrictions involved: regulation, market, policies... Any single change gives a new assets and liabilities position.
  • 18. Required Technology To Make This System Work • Macro variables forecast: VAR models. Multiequational and multivariable. Cointegrated. • Conditional distributions mixes extra-model scenarios with formal forecasts. • Microeconomic models links macroeconomic scenarios with internal flows –PD, LGD, credit demand, cost of funds, ... • Risk drivers: Macroeconomic together with residual variables from micro models. • Capital Economic: optional (Vasicek multifactor, RDF …) Macroeconomic Scenarios 18 | © 2012 Global Association of Risk Professionals. All rights reserved. • System dynamics: modeling the accounts and flows. • Optimization gives us the best values of controllable flows – New credits, portfolios sales, new funds, capital issues, ... • Limits: ratios, accounts and flows, orthogonal and combined • Restrictions: lineal and non-lineal. Internal point method • Objective function: SVA, EVA … • Computing modules: NRC, IPOPT, C++ Optimization Engine
  • 19. Macroeconomic Scenario. Building The Models. MacroEconomic VAR model { }[ ] { }ttYB ε=Φ )( Scenario { }[ ] { } { }[ ] { }TttTttt YYY ,1,1 * ∈∈ ⊂→∃ Conditioned Generalized Forecast [ ]* ,ˆ; YYY ΣΩ It would be useful that the methodology used to build the macroeconomic scenario model allowed to automatically computed projections of the non-defined variables B/S, Parameters, Coefficients, 19 | © 2012 Global Association of Risk Professionals. All rights reserved. Micro Economic flows models { } { }[ ]i tt ii t YLz ε,= [ ]* ,ˆ; TnTnTnTn YYY ×××× ΣΩ Portfolios covariance [ ]YPortfolios G Σ=Σ Economic Capital model { }[ ]YLK tt ≤ ε as Risk Appetite { }[ ][ ] ( ) { }[ ]YLVaR YLCDF tt t = ⇒= ε ε Feeds Optimization Model Coefficients, Maturity
  • 20. Macroeconomic Scenario. Building The Models. Optimization assumes as restrictions equalities and inequalities about accounts and flows System Dynamics Accounts and Flows Feeds Optimization Model { }[ ] { } { }[ ] xXWZ tt xt ,max = Optimization Objective Function { }{ }{ }[ ] { }{ }{ }[ ] LTt Tt xXSVA xXEVAZ ∈∀ ∈∀= , ,max 20 | © 2012 Global Association of Risk Professionals. All rights reserved. Accounts and Flows { } { }{ }{ }{ }[ ]11 ,,,, −−= tttttt xXxXGxX { } { }[ ] { }[ ] { }nitxXF xXGxXts tt itittt ,1,;0, ,,.. ∈≥ = −− Output to BudgetingExecutive FormatNew scenarios
  • 21. Macroeconomic Scenario. Macro Variables Forecast. Forecasted Scenario Expert Validations 21 | © 2012 Global Association of Risk Professionals. All rights reserved.
  • 22. Macroeconomic Scenario. Conditioned Forecast. Forecasted Scenario Expert Validations 22 | © 2012 Global Association of Risk Professionals. All rights reserved.
  • 23. FUNDS PORTFOLIO Collection Formalizations Oustanding Interest Recoverd Outstanding capital recovered Partial amortization, Prepayments Associated Costs Installments Optimization Engine. System Dynamics The system should be able to simulate the progression of the accounts and flows 23 | © 2012 Global Association of Risk Professionals. All rights reserved. DEFAULT RESULTS Default Recoveries RECOVERED ASSETS Total Debt Bad Loan Losses Current Interest Default interest
  • 24. FUNDS PORTFOLIO Collection Formalizations Oustanding Interest Recoverd Outstanding capital recovered Partial amortization, Prepayments Associated Costs Installments Optimization Engine. System Dynamics The system should be able to simulate the progression of the accounts and flows Eg. Mortgages(t)=Mortgages(t-1)-Amortizations(t)-Early Cancelations(t)- New Past due Loans(t)-Portfolio Sales(t)-Securitizations(t)+New Mortgages(t) 24 | © 2012 Global Association of Risk Professionals. All rights reserved. DEFAULT RESULTS Default Recoveries RECOVERED ASSETS Total Debt Bad Loan Losses Current Interest Default interest - Amortizations is an “arithmetic” function of maturity and conditions. - Early Cancelations, New Past due Loans are statistical functions that depend on macroeconomic variables. - Portfolio Sales, Securitization and New Mortgages are calculated by the Optimization module.
  • 25. Optimization problem can be stated as: { }[ ]xXWZ tt ,max = ( ) xandXtoimposednsrestrictiothedefinesit linealnonbecanfunctionsionalmultidimenaisF What Can Optimization Do For Strategic Planning? An optimization based system explores automatically a universe of possible asset, liabilities and capital structures and chooses the best plan 25 | © 2012 Global Association of Risk Professionals. All rights reserved. { }[ ] { } { } { }[ ] { }nitxXGxX ntxXF ts itittt tt ,1,,, ,10, .. ∈= ∈≥ −− ( ) ( ) ( )nstransactioflowsofVectorx accountsstatesofVectorX criteriaonoptimizatitheDefinesW nstransactioandaccountsofdynamicsthedefinesit linealnonbecanfunctionsionalmultidimenaisG xandXtoimposednsrestrictiothedefinesit
  • 26. What Can Optimization Do For Strategic Planning? Asset Asset Asset Asset Asset Capital needed Internal capital calculation Given N assets to 1 capital Ratios, states Valuation Usually… 26 | © 2012 Global Association of Risk Professionals. All rights reserved. Optimized Plan Asset Asset Asset Asset Asset Asset Capital Limits Given Other Restrictions Internal capital calculation Objective 1 capital to N assets (& funds) Calculated with iterations Non lineal function
  • 27. Prioridades Priorities 27 | © 2012 Global Association of Risk Professionals. All rights reserved. If it is not possible to accomplish all restrictions, the system should allow to establish priorities.
  • 28. Optimization Engine. Restriction Analysis. Mortgages granted 28 | © 2012 Global Association of Risk Professionals. All rights reserved. Restrictions can be active or superfluous. The system should then show the gap/excess amount. Time
  • 29. Financial prospects Board Commercial Commercial Risk appetite Strategic guides Services Who Takes Advantage of That? 29 | © 2012 Global Association of Risk Professionals. All rights reserved. Commercial direction Financial direction First commercial plan Adjusted budget Treasury Portfolio manager Detailed budget Branches Follow-up, risk, quality, profitability Funds offer Services & credit demand * Maximum value subject to: accounting constrains, Basel II & III rules, commercial limits, strategic guides, risk appetite
  • 30. Financial prospects Board Commercial Commercial Risk appetite Strategic guides Services Who Takes Advantage of That? 30 | © 2012 Global Association of Risk Professionals. All rights reserved. Commercial direction Financial direction First commercial plan Adjusted budget Treasury Portfolio manager Detailed budget Branches Follow-up, risk, quality, profitability Funds offer Services & credit demand Strategic Planning Tool* * Maximum value subject to: accounting constrains, Basel II & III rules, commercial limits, strategic guides, risk appetite
  • 31. Motivation Balance Sheet and P&L Projections Conclusions Agenda 31 | © 2012 Global Association of Risk Professionals. All rights reserved.
  • 32. “Financial Risk Management started as one thing and has ended as another.” (Manz, 2011) We, risk experts, are also the best qualified on modeling business functions in Financial Institutions. The next step into this new approach to Strategic Planning, tools for Balance Conclusions 32 | © 2012 Global Association of Risk Professionals. All rights reserved. Optimize or die… The next step into this new approach to Strategic Planning, tools for Balance Sheet and P&L projection, subject to Optimization criteria, in a changing environment.
  • 33. Annex
  • 34. Main attention to prices. Volatility. Stocastic processes, Fourier diffussion Arrow, K.J. (1964), The role of Securities in the optimal allocation of Risk-bearing. The Review of Economic Studies Vol 31, no. 2 Apr 1964) Bachelier, L. (1900), Théorie de la spéculation, Gauthier-Villars. Bankers Trust, VAR as a Risk Measure. See http://value-at-risk.net/proprietary-var-measures/ Black, F. and M. Scholes (1973), The Pricing of Options and Corporate Liabilities. The Journal of Political Economy vol 81, 3 Elton, E.J. and M.I. Gruber (1981), Modern Portfolio Theory and Investment Analysis, John Whiley Fama, E. (1965), The Behavior of Stock Market Prices efficient-market hypothesis (EMH) Guill, D.G. (2009), Bankers Trust and the Birth of Modern Risk Management .Warton School,U.Pensivania Market Risk Financial Modeling Evolution 34 | © 2012 Global Association of Risk Professionals. All rights reserved. Guill, D.G. (2009), Bankers Trust and the Birth of Modern Risk Management .Warton School,U.Pensivania http://fic.wharton.upenn.edu/fic/case%20studies/Birth%20of%20Modern%20Risk%20Managementapril09.pdf JP Morgan (1996) ,Risk Metrix, Technical Document http://www.riskmetrics.com Macaulay, F. (1910), Money, credit and the price of securities, University of Colorado. Markowitz, H.M. (1959), Portfolio Selection: Efficient Diversification of Investments . New York: John Wiley & Sons. Merton, R.C. (1973), "Theory of Rational Option Pricing". Bell Journal of Economics and Management Science (The RAND Corporation) 4 (1): 141–183 Merton, R.C. (1995), Influence of Mathematical Models in Finance on Practice: Past. Present and Future . In Mathematical Models in Finance, Chapman Hall. London Regnault, J. (1863), Calcul des chances et philosophie de la Bourse, Mallet-Bachelier, Paris Samuelson, P. (1965), Proof that ProperlyAnticipated Prices Fluctuate Randomly Savage, L.J. (1954), The Foundations of Statistics (John Wiley and Sons, New York). Trias, R. (1982), Rendimiento, Riesgo y Selección de Activos Financieros. Banco Urquijo Vasicek, O. (1977), An Equilibrium Characterisation of the Term Structure. Journal of Financial Economics 5 (2): 177–188.
  • 35. Credit Risk Financial Modeling Evolution Failure – oriented (Bankruptcy / Default )---- Actuarial model, Binomial Gamma Negative Binomial Distributions, Characteristic Functions AIS (1987), Credit Scoring Models, Behaviour Scoring, shops channel. Altman, I.E. (1968), Financial Ratios, Discriminant Analysis and the Prediction of Corporate Bankruptcy. Journal of Finance: 189–209. 35 | © 2012 Global Association of Risk Professionals. All rights reserved. Beaver, H.W. (1966), Financial ratios predictors of failure Journal of Accounting Research, 4, p. 71-111. Credit Suisse Financial Products (1997), CreditRisk+, http://www.macs.hw.ac.uk/~mcneil/F79CR/creditrisk.pdf Fair Credit Reporting Act (1970), http://www.ftc.gov/os/statutes/fcradoc.pdf FICO Credit Scoring History http://www.fico.com/en/Company/Pages/history.aspx Trias, R. et al. (2008), El método RDF, El nuevo estándar de stress testing de riesgo de crédito, AIS http://www.ais-int.com/wp-content/uploads/2011/12/RDF_Articulo_01.pdf English version : The RDF methodology, the new standard stress testing credit risk http://www.ais-int.com/wp-content/uploads/2011/12/Article-01-RDF-Eng.pdf Vasicek, O. (1987), Probability of loss on loan portfolio. KMV Corporation Wells Fargo First Behaviour Scoring. In http://www.fico.com/en/Company/Pages/history.aspx
  • 36. Other risks & other models Financial Modeling Evolution 1990s Minor worries about .Basel II Pillar II – Systems, Pension, Concentration, Reputational, Liquidity and Legal Risk. Actuarial approach: data collection, events distribution – Poison, Gamma distributions, Extreme Value Theory, Distribution Mixtures, Survival analysis, Statistics for rare events, convolution, characteristic functions. … Basel Committee on Banking Supervision (2004), Basel II New Basel Capital Accord – Pillar I. Operational Risk Basel II Capital ratios 36 | © 2012 Global Association of Risk Professionals. All rights reserved. Basel II – Capital reinforcement. Capital ratios COSO (1991), Internal Control: Integrated Framework. Committee of Sponsoring Organizations of the Treadway Commission. Cruz, M., R. Coleman and G. Salkin (1998), Modeling and Measuring operational risk, Journal of Risk Vol1 No 1, pp.63-72 Hoffman, D.G. (ed.) (1998), Operational Risk and Financial Institutions. Risk Publicaations. London Power, M. (2003), The invention of Operational Risk. Discussion Paper no. 16 ESRC Centre for Analysis of Risk and Regulation. Baring Bank destruction (1995)
  • 37. Macroeconomic Financial Modeling Evolution Green H.W. (1993), Econometric Analysis, Collier Macmillan McKinsey & Co. (1997), Credit View. Research report, McKinsey & Co McKinsey Credit Portfolio View. Econometric Model factor obtained combining real macroeconomic variables Rösh, D. and H. Scheule (2008), Stress Testing for Financial Institutions. Risk Books Ruiz, G and R. Trias (2011), Financial crisis and risk measurement: the historical perspective and a new methodology, in the book by Óscar Dejuan Ed.: “The first great recession of the 21st century”. Edward Elgar. Trias, R. et al. (2009), El método RDF: Escenarios económicos para el stress testing, AIS http://www.ais- int.com/wp-content/uploads/2011/12/AIS-RDF-Articulo-02.pdf. English version: The RDF methodology: 37 | © 2012 Global Association of Risk Professionals. All rights reserved. int.com/wp-content/uploads/2011/12/AIS-RDF-Articulo-02.pdf. English version: The RDF methodology: Economic scenarios for stress testing. http://www.ais-int.com/wp-content/uploads/2011/12/Article-02-RDF- Eng.pdf
  • 38. Corporate Financial Modeling Evolution Beazer F.W (1976), The Theory of portfolio choice and its applicability to bank asset management. Euromoney pgs 52-73 Cohen K.J. (1970), Programming Bank Portfolios under Uncertainty, Journal of Bank Research , vl1,num1 pgs 42-61 Cohen, K. J. (1972), Dynamic Balance Sheet Management: A Management Science Approach. Journal of Bank Research Winter, pgs 9-19 Cohen,K. J. (1979), A Linear Programming Planning Model for Bank Holding Companies. Journal of Bank Research Autum pgs 152-164 Monti, M. (1972), Deposit, Credit and Interest Rate Determination under alternative Bank Objective Functions. Mathematical methods in investment and finance, North-Holand, Amsterdam pgs 431-454 38 | © 2012 Global Association of Risk Professionals. All rights reserved. Pyle, D.H. (1971), On the theory of financial intermediation. Journal of finance vol 26, num 3 pgs 737-747 Sealey C.W., Jr and J.T. Lindley (1977), Inputs, outputs and a theory of production and cost at depositary financial institution. The Journal of Finance vol XXXII num 4 pags 1251-1265 Ruiz, G. and R. Trias (2012), Viabilidad de las entidades financieras y las nuevas metodologías reguladoras, Cuadernos de Información Económica de FUNCAS http://www.ais-int.com/wp-content/uploads/2012/12/RTrias-GRuiz_FUNCAS_2012.pdf English Version::Viability of Financial Entities and New Regulatory Methodologies. Article originally published in FUNCAS “Cuadernos de Información Económica” (Funcas Economic Information Journal) nº 230 September-October 2012, redrafted in accordance with Act 9/2012. http://www.ais-int.com/en/viability-of-financial-entities-and-new-regulatory-methodologies.html Tennent, J. and G. Friend (2005), Guide to business modellling, The Economist Newspaper Ltd. Trias, R. and A. Rodríguez (1980), Simulación y optmización en planificación bancaria. Informática-SIMO. Trias, R. (1980), El Modelo POTS de Planificación Financiera. Instituto de Economia Aplicada. Internal documentation for Planification Process Application Van Loo, P.D. (1980), On the microeconomic foundation of bank behavior in macroeconomic models. The Economist 128 nr 4, pgs 474-495
  • 39. General Financial Modeling Evolution Arvanitis, A (2001), Gregory, Jon. Credit, the complete guide to pricing, hedging and Risk Management. Risk books Balternsperger, E. (1980), Alternative approaches to the theory of the banking firm. Journal of Monetary Economics 6 pgs 1-37 Bessis, J. (1998), Risk Management in Banking. Whiley, Cannata, F. et al. (2011), Basel III and beyond. Risk Books Malz M.A. (2011), Financial Risk Management. Models, History and Institutions. Whiley 39 | © 2012 Global Association of Risk Professionals. All rights reserved. Ong K.M. (1999), Internal Risk Models. “Capital Allocation and Performance Measurement”. Risk Books
  • 40. Creating a culture of risk awarenessTM Global Association of Risk Professionals 111 Town Square Place Suite 1215 Jersey City, New Jersey 07310 USA + 1 201.719.7210 2ndFloor 40 | © 2012 Global Association of Risk Professionals. All rights reserved. BengalWing 9ADevonshireSquare London, EC2M4YN UK +44(0)20 73979630 www.garp.org About GARP | The Global Association of Risk Professionals (GARP) is a not-for-profit global membership organization dedicated to preparing professionals and organizations to make better informed risk decisions. Membership represents over 150,000 risk management practitioners and researchers from banks, investment management firms, government agencies, academic institutions, and corporations from more than 195 countries and territories. GARP administers the Financial Risk Manager (FRM®) and the Energy Risk Professional (ERP®) exams; certifications recognized by risk professionals worldwide. GARP also helps advance the role of risk management via comprehensive professional education and training for professionals of all levels. www.garp.org.