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Financial Stability in the Insurance SectorFinancial Stability in the Insurance Sector
Prof. Dr. Hato Schmeiser [email protected]
July 2009
Financial Stability in the Insurance SectorSolvencyJuly 2009
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Introduction: Why solvency?
A h d it ti th it l k t• A changed situation on the capital markets
DOW JONESSMI
DAX
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• Low interest rates (e.g., CH, Germany)
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• A changed policyholder's value proposition
- Lower loyalty to present insurer
- Increased price sensitivityp y
- Better informed customers
- Intensified competition with stronger consumer advertising
New distribution channels (internet platform other financial ser- New distribution channels (internet platform, other financial ser-vice providers, etc.)
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• Dow Jones 30 index and main events of the financial crisis
09/0803/08Fannie Mae; Freddie Mac;
Lehman;Merrill Lynch;
Morgan Stanley; Goldman Sachs
…
Industry-wideevents
10/07MerrillLynch
12/07Citi-
group09/07
Northern Rock
03/08Bear
Stearns
09/08AIG
11/07Swiss Re
10/08Yamato
Events ininsurancemarkets
Phase 3 (09/07-08/08): First hits anddepreciation
Phase 4 (f rom 09/08 on): Big hits and govern-
ment bailouts
Phase 2 (01/06-08/07): First warning
signs
Phase 1 (until 12/05): Maximum inf lation in US housing prices
……
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• Estimates by IMF
- Losses from current market turmoil estimated to around1'405 Billion USD
- Depreciations in the banking sector of worldwide 700 BillionUSD
- Necessary capital for the banking system in the next years:675 Billion USD675 Billion USD
- Worldwide losses of insurance companies are estimated to150 Billion USD (realized and non-realized losses)
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• Reasons
- Propensity to consume and global financing policy of theU.S.?
- Intransparent cross-linked capital markets?
- Incentive structures in corporations led by managers?
- Stochastic models and their interpretation?Stochastic models and their interpretation?….
S f- Search for "culprit"
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• Model risk
- Stochastic models are all about probabilities
Typically only the pure randomness is modeled- Typically only the pure randomness is modeled
- Stochastic phenomena stay stochastic (with or without risk mo-deling)
- Using similar models (IFRS Solvency II etc ) forces systemicUsing similar models (IFRS, Solvency II etc.) forces systemicrisk within the market
"All models are wrong, some models are useful"George E. Box, born 1919
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• Crises in the insurance industry
- AIG
September 16th 2008: Liquidity crisisSeptember 16th 2008: Liquidity crisiswith a downgrade of its credit rating
Sh i h d f ll 95% tShare price had fallen over 95% to1.25 USD on September 16th 2008
Federal Reserve Bank: First rescue package of 85 Billion USD(up to now: 182 Billion USD)
Largest government bailout of a private company in U.S. history
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• Crises in the insurance industry
AIG- AIG
Report of nearly 62 Billion USD loss in the fourth quarter of2008 (largest quarterly loss in corporate history)
Corporate loss in 2008:palmost 100 Billion USD
March 2009: AIG announcedMarch 2009: AIG announcedpay outs of 165 Million USDin executive bonuses(bonuses for the entire(bonuses for the entirecompany could reach morethan 1 Billion USD)
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• Crises in the insurance industry
- Mannheimer Lebensversicherung
Highly stock oriented
DAX merely accounted 2‘200 points in 2003 (now: 5‘000)
Hidden liabilities
At the end: Absorption of the company by the Protektor AGAt the end: Absorption of the company by the Protektor-AG(safety institution financed by German life insurers)
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• Crises in the insurance industry (continued):
- Equitable Life
England´s oldest life insurer (founded 1762)
Too high annuity guarantees had been promised to policyhol-ders
In addition: Guarantees have been insufficiently hedged
( ff )In December 2002, the business line was closed ("run-off")
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• Solvency regulation has a special importance in the insurancesector:
I l f i l d t " i " f thInsolvency of an insurance company can lead to "ruin" of thepolicyholder
Safety level of the insurance company directly influences theproduct qualityp q y
Willingness to pay reacts extremely sensitive to variations ofthe safety level of the insurance company
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• Why solvency regulations?
"Risk incentive problem"
- Starting point: Current EU and CH regulations (update isStarting point: Current EU and CH regulations (update iscalled "Solvency I") unsatisfactory for deriving minimum equitycapital requirement
• Example Solvency I (P/L Insurer)
Minimum Capital Requirements (MCR): 23% / 26% * Net-Claims ("loss index")
MCR < current equity capital (based on balance sheet)
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Solvency – An overview
Source: Eling Schmeiser Schmit RMIR 2007Source: Eling, Schmeiser, Schmit, RMIR 2007
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Solvency II – Objectives and current development status
• Objectives of Solvency II• Objectives of Solvency II
Development of solvency standards which are applicable in allt i d EU l i f i titi ithi th icountries under EU law; aim: fair competition within the insur-
ance market
Risk-oriented determination of the minimum equity capital re-quirement
Improvement of risk management in insurance companies
Inclusion of qualitative aspects in the supervision processInclusion of qualitative aspects in the supervision process
Creation of incentives to develop internal risk models
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• Solvency II time table
- 2003: End of "discussion stage"
- 2004-2011: Development of a detailed supervisory system- 2004-2011: Development of a detailed supervisory systeminfluencing:
Equity capital requirements- Equity capital requirements- Capital investment policy- Product policy
R i li- Reinsurance policy- Underwriting policy of the insurer
- 2012 (?): Completion of the legislative procedure
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• Following Basel II: "three-pillar structure"
- First pillar: equity capital requirement, capital investment,assessment of claim reserves
- "Two level approach":
1 Definition of an absolute minimum capital (based on1. Definition of an absolute minimum capital (based on"Solvency I")
2 Definition of a target capital by means of a
MCR = Minimum Capital Requirements
2. Definition of a target capital by means of a
standard approach or by means of an
internal risk model SCR = Solvency Capital Requirements (Target Capital)
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• Standard approach
- The standard approach is meant to adequately display therisk situation of the majority of insurance companies
- The approach must be applicable independent of companysize or legal structure
- In the meantime, various design options for a standard modelhave been tested:
Practicability of calculationsAssessment of possible effects on balance sheetEvaluation of the applicability of the different models discusEvaluation of the applicability of the different models discus-sed so far by the participants of the field test
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• Internal solvency models
- Standard approach can be substituted by internal models
- Alternative of a partial substitution is presently discussedAlternative of a partial substitution is presently discussed
- Accreditation by supervisory authority necessary
- Sustainable internal risk model fulfills many wishes for insur-ance companies:
External solvency verificationInternal risk and profit controlC SCorporate governance regulation in Switzerland…
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• Supposed capital requirements depending on the modelingapproachpp
Graduated intervention by the supervision
Solvency Capital Requirement SCR
Minimum Capital Requirement
MCR
Internal risk modelInternal risk model
Standard approach
Amount of equity capitalAmount of equity capital
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• Summary
1st pillar
Two-level approach
2nd pillar
Control by the
3rd pillar
Market discipline
• Minimum Capital
• Solvency capital
supervision
• Accreditation• Market transparency
• DisclosureSolvency capital
- Internal models:Lower
i t ?
• Review processDisclosure
- In principle:requirements?
- Impulses for the risk management of the insurance
- Organizational consequences?
product rating
- Problematicof the insurance company? - Reregulation?
Problematicincentive effects?
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Workshop (4 groups, 10 minutes)
• Financial Stability and Insurance
What are the main reasons leading to the- What are the main reasons leading to thecurrent financial crisis?
Wh t l t b l d f th- What are lessons to be learned from thefinancial crisis?
- In which way can or should (solvency) regulation help to in-crease the stability and credibility of the insurance business?
- Why are insurance companies on average less effected by thecurrent financial crisis compared to the banking industry?
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Swiss Solvency Test (SST)
• Time table:
2003: Start of the SST project2004: Field test with 10 insurance companies2005: Field test with 45 insurance companies2006: Commencement of the new supervisory provision
(Solvency I persists)(Solvency I persists)2006: Mandatory field test (Exceptions: SME)2008: Application of the SST in all insurance companies2011: Capital requirements have to be met
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• Application area of the SST
Insurance companies based in Switzerland in case they areunder the control of the FINMA (CH regulator)
To apply to life / non-life / reinsurance
• Time horizon: 1 year• Time horizon: 1 year
• Models differ for life / non-life / health insurance
• Deduction of SCR plus SST report
• MCR is provided by the Solvency I rules whereas SCR >• MCR is provided by the Solvency I rules, whereas SCR >MCR
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• Principle-based supervision
- 14 principles describe the objectives of the supervision andgive basic definitions
- Regulatory authority provides standard models
- Companies shall (or must) employ individually customizedinternal models to determine the particular Solvency Capitalinternal models to determine the particular Solvency CapitalRequirement SCR
- Reinsurers have to utilize internal risk models
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• Basis
- Combination of factor model and scenario model
- Basic quantities:
RBC0 ("risk-bearing capital", actual size t = 0) and SCR0 ( g p , )
- Requirement: RBC0 > SCR
- SCR results from the modeling of the RBC (in one year) as adistribution function and by specification of a risk measure(Tail Value at Risk)(Tail-Value-at-Risk)
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Market Consistent Data
Standard Models or Internal Models
Mix of predefined and company
specific scenarios
ScenariosMarket RiskCredit Risk
N lif
Market Value AssetsRisk Models Valuation Models
B t E ti tNonlife Best Estimate Liabilities
MVM
O t t f l ti l d l (Di t ib ti )
LifeHealth
Aggregation Method
Output of analytical models (Distribution)
RBC, SCR and SST Report
Source: FINMA
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• 1st step: From the commercial balance sheet to the marketvalue balance sheet
Risk-
TransformationEquity capital AF
bearing capital (RBC0)
Transformation
to market values
Assets (A)
capital
Liabilities (L)
AF
LF
to market values(‘Fair value‘)
Commercial Market value
(L)
( C ) f ff
balance sheet(deterministic)
balance sheet(deterministic)
- The risk-bearing capital (RBC0) is defined as the differencebetween the market value of the assets and the best-estimatevalue (present value) of the liabilities
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• 2nd step: From the presence view to the future
based on expected values
AF
RBC0
TransformationE(A1
F )
E(RBC1 )
A
LF to a future view
E(A1 )
E(L1F )
Market value balance sheet
Market value balance sheetbalance sheet
todaybalance sheet
in one year (deterministic)
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• 3rd step: From the deterministic to the stochastic future view
~
A1F
~
RBC1RBC1
A1F
~
~~
L1F
~~L1
F
Market value balance sheet
Aggregated variation of RBCbalance sheet
in one year (stochastic)
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Distribution RBC in t = 1
• 4th step: Comparison of RBC with SCR
RBC~
RBC in t 1
MB
A1F
~
RBC1
A1F
~TVAR
L1F
~~L1
F
Market value balance sheet in one year
(stochastic)
Aggregated variation of RBC
TVAR Ri k "T il V l t Ri k" b d di t ib ti f th RBC i t 1 (1% l l)TVAR = Risk measure "Tail-Value-at-Risk" based on distribution of the RBC in t = 1 (1% level)MB = Minimum amount (run-off costs in case of an insolvency)SCR = TVAR + MB
RBC0 > SCR Requirement0 q
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1 1 01
1= −
+F FX RBC RBC
r
= F FRBC A L1 1 1= −RBC A L
( )1% 1 1TVAR E X X VaRα α= = − ≤
( ) ( ){ }1 inf : 1%F x F xα α− = ≥ =
1%SCR TVAR MBα== +
eory
For formula lovers: The SST at a glance
VaR1%
0 0 0F F FRBC A L SCR= − >.
The
VaR1%
TVAR ( )f x
RBC1Expected value
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Insurance and the credit crisis: Ten Consequences for RiskManagement and Supervisiong p
1) We need to strengthen risk management and supervision
2) We need to take care of model risk and non-linearities
3) We need easy to use and understandable risk management
4) Right incentives are needed
5) T k f th l f tf li th Ri k t5) Take care of the lessons from portfolio theory – Risk, return,and diversification
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6) Principles instead of rules – Solvency II and SST are the righttsteps
7) A concept for a controlled run-off in the insurance industry is7) A concept for a controlled run-off in the insurance industry isneeded
8) Financial conglomerates need to be supervised at the grouplevel
9) No regulatory arbitrage in financial services markets
10)Transparency, market discipline, and accountability is needed
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Enterprise Risk Management ERM
Source: University of St. GallenIntegrationsseminar Mai 2009
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Enterprise Risk Management
Source: University of St. GallenIntegrationsseminar Mai 2009
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• Complex system within the ERM
C it l i k t f i t t (CRTI ) b t t- Capital risk transfer instruments (CRTIs) between parent com-panies and subsidiaries (AIG had 4.000 subsidiaries!)
Fungible capital
Intra-group retrocession, contingent capital issued and received, etc.
Parent Company
Fungible capital
Legal Entity 2Legal Entity 1
Parent CompanyMarket Value Margin
- New rules for group supervision in the EU (Solvency II) andCH (Group SST)
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• Consequence: Growing relevance of enterprise risk manage-ment, in particular in insurance groups
- Prevention of a mere "silo risk management"
- Recording and valuation of group-internal finance and risktransfer
- Establishment of transparency, particularly in complex riskstructures
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Conclusion
• Solvency situation of the insurer represents significant qualitycharacteristic for the product “insurance”
• In the future, financial situation will become more transparentand thus an important competitive factorp p
• Current credit crisis demands a review of traditional risk ma-nagement toolsnagement tools
Thank you very much for your attention
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• Kontakt
Prof. Dr. Hato SchmeiserU i ität St G llUniversität St. Gallen Kirchlistrasse 2 CH - 9010 St. Gallen Telefon: +41 (0)71 243 40 [email protected]