Describe the major lines of business in which dealer banks operate and the risk factors they face in each line of business
Identify situations that can cause a liquidity crisis at a dealer bank and explain responses that can mitigate these risks
Describe policy measures that can alleviate firm-specific and systemic risks related to large dealer banks
The 2009 Public Private Investment Partnership (PPIP) was instituted by the U.S. Treasury Departments 2008 Troubled Asset Relief Program (TARP) to help dealer banks and the financial industry recover from the crisis at hand. One of the policy objectives was to mitigate the effect of adverse selection in the market for “toxic” assets, such as the CDOs backed by subprime mortgages. Adverse selection is the principle that buyers are only willing to buy the assets at a deep discount due to the information asymmetries that exist regarding the asset’s true value. A dealer bank may be forced to sell illiquid assets in order to meet liquidity needs. This results in additional losses due to the lack of demand for those assets. The PPIP subsidizes bidders of “toxic assets” by offering below-market financing rates and absorbing losses beyond a predetermined level.
Stress Testing Banks
Describe the historical evolution of the stress testing process and compare methodologies of historical EBA, CCAR and SCAP stress tests
The 2009 U.S. bank stress test, known as the Supervisory Capital Assessment Program (SCAP), was meant to serve that purpose. It was the first macro-prudential stress test after the 2007—2009 financial crisis. Macro-prudential regulation focuses on the soundness of the banking system as a whole (i.e., focuses on systematic risks) while micro-prudential regulation focuses on the safety and soundness of the individual institution.

Explain challenges in designing stress test scenarios, including the problem of coherence in modeling risk factors
Explain challenges in modeling a bank’s revenues, losses, and its balance sheet over a stress test horizon period
Explain how risks can arise through outsourcing activities to third-party service providers, and describe elements of an effective program to manage outsourcing risk
The following risks could arise when a financial institution outsources its operational functions to third-party service providers:
Risk management programs should include (1) risk assessments, (2) due diligence in selecting service providers, (3) contract provisions, (4) incentive compensation review, (5) oversight and monitoring of service providers, and (6) business continuity and contingency plans.
The crucial first step is to perform risk assessments of the applicable business activities to determine whether these activities are best executed in-house or by a third party. Assuming the outsourcing option is consistent with the financial institutions business objectives, then a cost-benefit analysis and a risk analysis of the service provider should be performed.
Explain how financial institutions should perform due diligence on third-party service providers
In performing due diligence on a third-party service provider, a financial institution should involve any relevant technical specialists and/or important stakeholders. The three key areas of review include:
Ultimately, the financial institution must ensure that the service provider follows all relevant laws and regulations in performing services on the institution’s behalf.
Describe topics and provisions that should be addressed in a contract with a third-party service provider
Considerations and contract provisions for third-party service providers should include the following elements:
Explain the motivations for introducing the Basel regulations, including key risk exposures addressed, and explain the reasons for revisions to Basel regulations over time
Some countries and/or regulatory authorities were more diligent in their enforcement of capital regulations than others. As banks became increasingly global, banks operating in countries with more lax standards were perceived to have a competitive advantage over banks operating in countries with strict enforcement of capital regulations.
There were additional problems with the existing regime.
Explain the calculation of risk-weighted assets and the capital requirement per the original Basel I guidelines
Basel I put forth two capital requirements:

Credit equivalent amount
Off-balance sheet items are expressed as a credit equivalent amount. The credit equivalent amount is, in essence, the loan principal that is considered to have the same credit risk. This means the bank “converts” off-balance sheet items into on-balance sheet equivalents for the purpose of calculating risk-based capital. The weight is then multiplied by the principal amount (i.e., the credit equivalent amount) of the item to arrive at a risk-weighted value. A conversion factor is applied to the principal amount of the instrument for non-derivatives.
Off-balance sheet items that are similar, from a credit perspective, to loans (e.g., bankers acceptances), have a conversion factor of 100%. Other off-balance sheet items, such as note issuance facilities, have lower conversion factors.
For interest rates swaps and other over-the-counter (OTC) derivatives, the credit equivalent amount is calculated as:
max(V, 0) + a x L
where:
The first term in the equation [max(V, 0)] reflects the bank’s current exposure. If the counterparty defaults and V, the current value of the derivative, is positive, the bank will lose V If the counterparty defaults and Vis negative, the exposure is 0 (i.e., no gain or loss to the bank). The add-on amount (a x L) allows for the possibility that the bank’s exposure may increase in the future. Add-on factors are higher for higher risk derivatives (e.g., longer maturities, riskier underlying assets).
The credit equivalent amount is multiplied by the risk weight for the counterparty to calculate risk-weighted assets.

Tier 1 capital and Tier 2 capital
According to Basel I, capital has two components, Tier 1 capital and Tier 2 capital.
Tier 1 capital (or core capital) consists of items such as:
Tier 2 capital (or supplementary capital) consists of items such as:
Equity capital (i.e., Tier 1) absorbs losses. Supplementary capital (i.e., Tier 2) is subordinate to depositors and thus protects depositors in the event of a bank failure.
At least 50% of capital must be Tier 1. This means there is a 4% Tier 1 capital to risk-weighted assets requirement (i.e., 8% x 0.5). Half of the Tier 1 requirement has to be met with common equity. Under Basel I, some countries required banks to have more capital than required by The Accord.
Basel I had a number of shortcomings that were remedied over the coming years with new capital accords. For example, Basel I treats all corporate loans the same in terms of capital requirements. The creditworthiness of the borrower is ignored. Also, Basel 1 did not include a model of default correlation.
Describe and contrast the major elements — including a description of the risks covered — of the two options available for the calculation of market risk capital:
The goal of the 1996 Amendment to the 1988 Basel Accord was to require banks to measure market risks associated with trading activities and maintain capital to back those risks. Banks must mark-to-market (i.e., fair value accounting) bonds, marketable equity securities, commodities, foreign currencies, and most derivatives that are held by the bank for the purpose of trading (referred to as the trading book). Banks do not have to use fair value accounting on assets they intend to hold for investment purposes (referred to as the banking book). This includes loans and some debt securities. The 1996 Amendment proposed two methods for calculating market risk:
The VaR model does not incorporate company-specific risks such as changes in a firm’s credit spread or changes in a company’s stock price. The specific risk charge (SRC) captures company-specific risks. For example, a corporate bond has interest rate risk, captured by VaR, and credit risk, captured by the SRC.
Tier 3 capital consisting of short-term subordinated, unsecured debt with an original maturity of at least two years could be used to meet the market risk capital requirement at the time of the amendment. Tier 3 capital has subsequently been eliminated under Basel III.
Calculate VaR and the capital charge using the internal models approach, and explain the guidelines for backtesting VaR
According to the 1996 Amendment, the market risk VaR is calculated with a 10-trading day time horizon and a 99% confidence level. The market risk capital requirement is calculated as:
max(VaRt-1, mc x VaRavg) + SRC
where:
The multiplicative factor must be at least three, but may be set higher by bank supervisors if they believe a bank’s VaR model has deficiencies. This means the capital charge will be the higher of either the previous day’s VaR or three times the average of the daily VaR plus a charge for company specific risks (i.e., the SRC).
Banks calculate a 10-day, 99% VaR for SRC. Regulators then apply a multiplicative factor (which must be at least four) similar to mc to determine the capital requirement. The total capital requirement for banks using the internal model-based approach must be at least 50% of the capital required using the standardized approach.
The bank’s total capital charge, according to the 1996 Amendment, is the sum of the capital required according to Basel I and the capital required based on the 1996 Amendment. For simplicity, the RWAs for market risk capital was defined as 12.5 times the value given in the previous equation. The total capital a bank has to keep under the 1996 Amendment is:
total capital = 0.08 x (credit risk RWA + market risk RWA)
where:
The 1996 Amendment requires banks to backtest the one-day, 99% VaR over the previous 250 days. A bank calculates the VaR using its current method for each of the 250 trading days and then compares the calculated VaR to the actual loss. If the actual loss is greater than the estimated loss, an exception is recorded. The multiplicative factor (mc) is set based on the number of exceptions. If, over the previous 250 days, the number of exceptions is:
The bank supervisor has discretion regarding the multiplier. If the exception is due to changes in the bank’s positions during that day, the higher multiplier may or may not be used. If the exception is due to deficiencies in the bank’s VaR model, higher multipliers are likely to be applied. There is no guidance to supervisors in terms of higher multipliers if an exception is simply the result of bad luck.
Describe and contrast the major elements of the Standardized Approach for the calculation of credit risk capital
The standardized approach is used by banks with less sophisticated risk management functions. The risk-weighting approach is similar to Basel I, although some risk weights were changed. Significant changes include:

Collateral Adjustments
Banks adjust risk weights for collateral using the simple approach, similar to Basel I, or the comprehensive approach, used by most banks.
Describe and contrast the major elements of the Internal Ratings Based (IRB) Approach for the calculation of credit risk capital
United States regulators applied Basel II to large banks only. As such, regulatory authorities decided that the IRB approach must be used by U.S. banks. Under the IRB approach, the capital requirement is based on a VaR calculated over a one-year time horizon and a 99.9% confidence level.
Assuming the bank has a large portfolio of instruments such as loans and derivatives with the same correlation, the one-year, 99.9% VaR is approximately:
VaR99,9%, 1-year ~ ΣiEADi x LGDi xWCDRi
The capital the bank is required to maintain is the excess of the worst-case loss over the bank’s expected loss defined as follows:
required capital = ΣiEADi x LGDi x (WCDRi — PDi)

Relationship between the PD and the correlation based on empirical research
It is clear that WCDR increases as the correlation between each pair of obligors increases and as the probability of default increases. If the correlation is 0, then WCDR is equal to PD.

Maturity adjustment
From a counterparty’s perspective, the capital required for the counterparty incorporates a maturity adjustment as follows:
required capital = EAD x LGD x (WCDR — PD) x MA
where:
The maturity adjustment, MA, allows for the possibility of declining creditworthiness and or the possible default of the counterparty for longer term exposures (i.e., longer than one year). If M = 1.0, then MA =1.0 and the maturity adjustment has no impact. The riskweighted assets are calculated as 12.5 times capital required:
RWA = 12.5 x [EAD x LGD x (WCDR - PD) x MA]
The capital required is 8% of RWA. The capital required should be sufficient to cover unexpected losses over a one-year period with 99.9% certainty (i.e., the bank is 99.9% certain the unexpected loss will not be exceeded). Expected losses should be covered by the bank’s product pricing. Theoretically, the WCDR is the probability of default that happens once every 1,000 years. If the Basel Committee finds the capital requirements too high or too low, it reserves the right to apply a scaling factor (e.g., 1.06 or 0.98) to increase or decrease the required capital.
On the exam, if you begin with RWA, multiply by 0.08 to get the capital requirement. If instead you begin with the capital requirement, multiply by 12.5 (or divide by 0.08) to get RWA. In other words, these percentages are simply reciprocals (i.e., 1/0.08 = 12.5)
Foundation IRB Approach vs. Advanced IRB Approach
Foundation IRB Approach
Advanced IRB Approach
Foundations IRB Approach and Advanced IRB Approach for Retail Exposures
Describe and contrast the major elements of the three options available for the calculation of operational risk capital: basic indicator approach, standardized approach, and the Advanced Measurement Approach
While Basel II generally lowered credit risk capital requirements for most banks, requiring banks to hold capital for operational risks had the effect of raising overall capital requirements back to (approximately) Basel I levels.
Describe the key elements of the three pillars of Basel II: minimum capital requirements, supervisory review, and market discipline
While Basel I improved the way capital requirements were determined for banks worldwide, it had some major limitations.
Basel II, proposed in June 1999 and after multiple revisions was published in 2004 and implemented in 2007, corrected a number of the deficiencies in Basel I. The rules applied to “internationally active” banks and thus many small regional banks in the United States were not subject to the requirements but fell under Basel IA, similar to Basel I, instead. All European banks are regulated under Basel II.
There are three pillars under Basel II: