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FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II) Syllabus

The Operational Risk, Liquidity and Investment Risk (Part II) syllabus for FRM (Financial Risk Manager) in full: 4 chapters, 13 topics and 24 sub-topics, every one listed below, plus 50 Operational Risk, Liquidity and Investment Risk (Part II) flashcards with answers.

4Chapters
13Topics
24Sub-topics
50Flashcards

Operational Risk, Liquidity and Investment Risk (Part II) syllabus: all 4 chapters

Expand any chapter to see its topics and sub-topics.

  1. Operational Risk Frameworks

    4 topics
    • Operational Risk Measurement
      • Loss distribution approach
      • Frequency and severity modeling
    • Risk Identification Tools
      • Key risk indicators
      • Risk and control self-assessment
    • Capital Modeling for Operational Risk
      • Standardized Measurement Approach (SMA)
      • Scenario analysis for tail events
    • Emerging Operational Risks
      • Cyber risk and resilience
      • Third-party and outsourcing risk
  2. Model Risk and Stress Testing

    3 topics
    • Model Risk Management
      • Model validation and governance
      • Sources of model error
    • Enterprise Stress Testing
      • Regulatory stress testing (CCAR, EBA)
      • Reverse stress testing
    • Risk Data Aggregation
      • BCBS 239 principles
  3. Liquidity and Treasury Risk

    3 topics
    • Liquidity Risk Types
      • Funding vs. market liquidity
      • Liquidity-adjusted VaR
    • Liquidity Coverage Metrics
      • LCR and NSFR ratios
      • Cash flow and maturity gap analysis
    • Funds Transfer Pricing
      • Cost of funding and contingency planning
  4. Risk Management in Investment

    3 topics
    • Portfolio Risk Budgeting
      • Factor risk allocation
      • Risk parity approaches
    • Performance Attribution
      • Risk-adjusted return measures
      • Tracking error and active risk
    • Hedge Fund and Pension Risk
      • Tail risk and illiquidity
      • Surplus risk for pension funds

FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II) flashcards — 50 questions with answers

  1. What are the four data elements required under Basel for an Advanced Measurement Approach (AMA) to operational risk?

    (1) Internal loss data, (2) External loss data, (3) Scenario analysis, and (4) Business environment and internal control factors (BEICFs).

  2. In the Loss Distribution Approach (LDA), how is the aggregate annual operational loss constructed from frequency and severity?

    As a compound (random sum) distribution: $S = \sum_{i=1}^{N} X_i$, where $N$ is the frequency (number of losses) and each $X_i$ is an i.i.d. severity. The aggregate loss distribution is obtained by convolving severity with the frequency distribution (e.g., via Monte Carlo or Panjer recursion).

  3. Which distribution is most commonly used to model operational loss frequency, and what is its key property?

    The Poisson distribution. Its mean equals its variance ($\mathbb{E}[N]=\mathrm{Var}(N)=\lambda$), and it requires estimating only a single parameter $\lambda$ (the expected number of losses per period).

  4. Why are heavy-tailed distributions (e.g., lognormal, Generalized Pareto) preferred for operational loss severity modeling?

    Operational losses are characterized by low frequency but high severity in the tail; heavy-tailed distributions capture rare, extreme losses that thin-tailed distributions would understate, which matters because operational risk capital is driven by the tail.

  5. In the LDA, at what percentile is operational risk regulatory capital (Operational VaR) typically measured, and over what horizon?

    At the $99.9\%$ confidence level over a one-year horizon.

  6. How is operational risk capital (Operational VaR) related to expected loss (EL) and unexpected loss (UL)?

    Operational VaR at $99.9\%$ equals EL + UL. If a bank provisions/reserves for expected losses, the capital charge can be set to the unexpected loss portion only: $UL = \text{VaR}_{99.9\%} - EL$.

  7. What is a Key Risk Indicator (KRI) in operational risk management?

    A forward-looking, measurable metric that signals changes in an institution's risk exposure or control environment (e.g., staff turnover, system downtime, failed trades), used to provide early warning before losses materialize.

  8. What distinguishes a Key Risk Indicator (KRI) from a Key Performance Indicator (KPI)?

    A KRI tracks the level of risk/likelihood of adverse events (forward-looking, risk-focused), whereas a KPI measures the achievement of business objectives/performance. KRIs flag emerging risk; KPIs measure success.

  9. What is a Risk and Control Self-Assessment (RCSA)?

    A structured, bottom-up process in which business units identify their inherent risks, assess the design and effectiveness of existing controls, and determine residual risk—producing action plans for gaps. It is qualitative and forward-looking.

  10. Define inherent risk versus residual risk in an RCSA.

    Inherent risk is the level of risk before considering controls; residual risk is the remaining risk after controls are applied. Conceptually: $\text{Residual Risk} = \text{Inherent Risk} - \text{Control Effectiveness}$.

  11. Under Basel's Standardized Measurement Approach (SMA), what two components are combined to compute the operational risk capital requirement?

    The Business Indicator Component (BIC) and the Internal Loss Multiplier (ILM): $\text{ORC} = \text{BIC} \times \text{ILM}$.

  12. What are the three components that make up the Business Indicator (BI) under the SMA?

    The Interest, Leases and Dividend component (ILDC); the Services Component (SC); and the Financial Component (FC). Their sum is the Business Indicator: $\text{BI} = \text{ILDC} + \text{SC} + \text{FC}$.

  13. What is the formula for the Internal Loss Multiplier (ILM) under the SMA?

    $$\text{ILM} = \ln\!\left(\exp(1) - 1 + \left(\frac{\text{LC}}{\text{BIC}}\right)^{0.8}\right)$$ where LC is the Loss Component (15 times average annual operational losses over 10 years) and BIC is the Business Indicator Component.

  14. How is the Loss Component (LC) defined under the SMA?

    LC = 15 times the average annual operational risk losses incurred over the previous 10 years.

  15. Under the SMA, what does an Internal Loss Multiplier (ILM) equal to 1 imply?

    It implies the Loss Component equals the Business Indicator Component ($\text{LC} = \text{BIC}$); the bank's loss experience is average, so capital equals the BIC with no add-on or reduction. ILM > 1 when losses are above average, ILM < 1 when below.

  16. What is the purpose of scenario analysis in operational risk, and what does it primarily address?

    Scenario analysis uses expert judgment to assess the frequency and severity of plausible high-impact, low-frequency tail events that internal loss data alone cannot capture, supplementing the tail of the loss distribution and addressing data scarcity for extreme events.

  17. List the three Basel operational risk loss event categories that are typically highest in severity (tail risk).

    Among the seven Basel event types, the highest-severity tail categories are typically: Clients, Products & Business Practices; Internal Fraud; and Damage to Physical Assets. (The full seven also include External Fraud; Employment Practices & Workplace Safety; Business Disruption & System Failures; and Execution, Delivery & Process Management.)

  18. What is an 'emerging operational risk' and give two prominent contemporary examples.

    An emerging operational risk is a newly developing or evolving threat whose frequency/severity is not yet well captured by historical data. Examples: cyber risk and third-party/outsourcing (concentration) risk; others include AI/model risk, climate-related operational disruption, and conduct risk.

  19. In cyber risk, what does the 'CIA triad' stand for?

    Confidentiality, Integrity, and Availability—the three core security objectives that cyber controls aim to protect.

  20. Define operational resilience as used by regulators in the context of cyber and operational risk.

    Operational resilience is a firm's ability to prevent, adapt to, respond to, recover from, and learn from operational disruptions to its important business services—keeping disruption within an agreed 'impact tolerance' rather than assuming disruptions can be entirely prevented.

Show the other 30 Operational Risk, Liquidity and Investment Risk (Part II) flashcards
  1. What is an 'impact tolerance' in an operational resilience framework?

    The maximum tolerable level of disruption to an important business service, expressed in terms such as maximum acceptable downtime, number of customers affected, or financial loss—setting the threshold beyond which harm becomes unacceptable.

  2. What is concentration (or 'fourth-party') risk in third-party/outsourcing risk management?

    The risk that many firms depend on the same critical service provider (e.g., a single cloud provider), so that the provider's failure causes systemic, correlated disruption; fourth-party risk extends this to the subcontractors of a firm's own vendors.

  3. Name the typical lifecycle stages of third-party/vendor risk management.

    (1) Planning/risk assessment, (2) Due diligence and vendor selection, (3) Contract negotiation, (4) Ongoing monitoring, and (5) Termination/exit (including exit-strategy and contingency planning).

  4. How does the Federal Reserve's SR 11-7 define a 'model'?

    A model is a quantitative method, system, or approach that applies statistical, economic, financial, or mathematical theories, techniques, and assumptions to process input data into quantitative estimates. It has three components: an information input, a processing component, and a reporting/output component.

  5. According to SR 11-7, what are the two key reasons model risk arises?

    (1) A model may have fundamental errors and produce inaccurate outputs relative to its design objective; and (2) a model may be used incorrectly or inappropriately (implementation/misuse risk), even if fundamentally sound.

  6. What three core elements make up an effective model risk management framework under SR 11-7?

    (1) Robust model development, implementation, and use; (2) sound model validation; and (3) governance, policies, and controls (including roles, model inventory, and documentation).

  7. What are the three components of effective model validation under SR 11-7?

    (1) Evaluation of conceptual soundness (including developmental evidence), (2) ongoing monitoring (including process verification and benchmarking), and (3) outcomes analysis (including back-testing).

  8. What does the principle of 'effective challenge' mean in model validation?

    Critical analysis of a model by objective, competent, and influential parties who are independent of model development, with the standing and incentive to identify limitations and assumptions and compel appropriate changes.

  9. What is benchmarking in the context of model validation?

    Comparing a model's inputs and outputs to those of alternative models, methods, or industry standards to assess reasonableness; significant unexplained differences should trigger investigation into whether the model or the benchmark is at fault.

  10. Identify the main sources of model error in model risk.

    (1) Incorrect or oversimplified assumptions/theory, (2) errors in the underlying mathematics or its discrete approximation, (3) inappropriate or insufficient/poor-quality data and calibration, (4) programming/implementation bugs, and (5) using a model outside its intended scope or in changed market conditions.

  11. What is the distinction between model error and model misuse?

    Model error is a flaw in the model itself (wrong assumptions, math, or code) producing inaccurate output; model misuse is applying a fundamentally sound model to inappropriate inputs, products, or conditions for which it was not designed.

  12. Why are even validated models still subject to model risk according to SR 11-7?

    Models are simplifications of reality based on assumptions that may not hold, especially under stressed or novel conditions; validation reduces but cannot eliminate the risk that a model fails when its assumptions break down. Conservatism and ongoing monitoring are needed as compensating controls.

  13. What is enterprise-wide stress testing and how does it differ from sensitivity analysis?

    Enterprise stress testing assesses the impact of a coherent, severe-but-plausible macroeconomic/financial scenario on a firm's whole balance sheet, earnings, and capital simultaneously. Sensitivity analysis shifts one risk factor at a time, whereas stress testing applies a full multi-factor scenario.

  14. What does CCAR stand for and what is its primary purpose?

    Comprehensive Capital Analysis and Review—the U.S. Federal Reserve's annual supervisory stress test assessing whether large bank holding companies have adequate capital to continue operations through stress and whether their capital planning processes are sound.

  15. What capital adequacy metric is the binding constraint focus of the Fed's stress tests (DFAST/CCAR)?

    The post-stress Common Equity Tier 1 (CET1) capital ratio must remain above the regulatory minimum throughout the projection horizon; the projected minimum CET1 ratio drives the Stress Capital Buffer (SCB).

  16. What scenarios does the Federal Reserve provide for its supervisory stress tests?

    Three: Baseline, Adverse, and Severely Adverse. The severely adverse scenario is the binding one and features a sharp recession (rising unemployment, falling GDP, declining asset prices).

  17. What is the difference between supervisory stress tests and company-run (internal) stress tests?

    Supervisory stress tests use scenarios and (often) models prescribed by the regulator applied uniformly across banks; company-run tests use a bank's own models and may add idiosyncratic scenarios tailored to its specific risk profile. CCAR/DFAST require both.

  18. Who administers the EU-wide banking stress test and what is its main difference in approach from the Fed's CCAR?

    The European Banking Authority (EBA), in cooperation with the ECB/SSM and national authorities. The EBA test is primarily a 'constrained bottom-up' exercise using banks' own models under a static balance-sheet assumption, whereas the Fed (CCAR) relies heavily on its own supervisory models and a dynamic/standardized approach.

  19. What balance-sheet assumption does the EBA stress test traditionally use, and what does it mean?

    A static (constant) balance-sheet assumption: assets and liabilities that mature are replaced with similar instruments, so the balance sheet composition is held constant over the horizon. This isolates the scenario's impact from management actions/growth.

  20. What is reverse stress testing and how does it differ from traditional stress testing?

    Reverse stress testing starts from a defined adverse outcome—typically the point of business failure or non-viability—and works backwards to identify the scenarios and risk-factor combinations that could cause it. Traditional stress testing starts with a scenario and computes the impact; reverse stress testing starts with the impact and finds the scenarios.

  21. Why is reverse stress testing valuable despite its difficulty?

    It overcomes 'disaster myopia' and the tendency to test only familiar scenarios by forcing identification of vulnerabilities and breaking points (including correlated and feedback effects) that conventional, severity-bounded scenarios may miss—revealing hidden concentrations and tail dependencies.

  22. In severity modeling, what is the role of a threshold $u$ when applying the Generalized Pareto Distribution (GPD)?

    In the Peaks-Over-Threshold (POT) / Extreme Value Theory approach, exceedances over a high threshold $u$ (i.e., $X - u \mid X > u$) converge to a GPD. The body of the severity distribution is modeled separately (e.g., lognormal) and the GPD models only the tail above $u$, improving extreme-loss estimation.

  23. What is the CDF of the Generalized Pareto Distribution used in operational risk tail modeling?

    For shape $\xi \neq 0$ and scale $\beta>0$: $$G_{\xi,\beta}(x) = 1 - \left(1 + \frac{\xi x}{\beta}\right)^{-1/\xi}.$$ When $\xi=0$ it reduces to the exponential $1-e^{-x/\beta}$. The shape $\xi$ controls tail heaviness ($\xi>0$ gives a heavy, fat tail).

  24. What is the key challenge in using external loss data for operational risk modeling, and one technique to address it?

    Reporting/scaling bias: external databases (e.g., consortium or public) only capture losses above a reporting threshold and from differently sized firms, biasing frequency and severity upward. It is addressed by scaling losses to the firm's size (e.g., by revenue/assets) and correcting for truncation/data-capture bias.

  25. Distinguish between 'top-down' and 'bottom-up' approaches to operational risk capital modeling.

    Top-down approaches allocate capital based on aggregate firm-level metrics (e.g., income/expense-based, like the SMA) without modeling individual risks. Bottom-up approaches build capital from granular, unit/event-level loss data and processes (e.g., LDA), giving more risk sensitivity but requiring richer data.

  26. In the LDA, what assumption is usually made about the dependence between frequency and severity, and why does it matter?

    Frequency and severity are typically assumed independent, which simplifies the convolution to a standard compound distribution. It matters because if they were dependent (e.g., severity rising with the number of events), the aggregate tail and capital estimate would change materially.

  27. How does Basel treat the issue of correlation/diversification when aggregating operational risk capital across business lines and event types?

    Capital for individual units can be summed (assuming perfect positive correlation, the conservative default) or aggregated with a correlation/copula structure to recognize diversification. Basel allows recognition of diversification benefits only if the bank can robustly justify its correlation assumptions; otherwise full additivity is assumed.

  28. What is 'process verification' as a component of ongoing model monitoring?

    Confirming that all model components are functioning as intended in production—checking that inputs are accurate and complete, code is correctly implemented, the model is used within scope, and outputs flow correctly to downstream systems.

  29. What governance feature does SR 11-7 require regarding a firm's collection of models?

    A comprehensive model inventory: a firm must maintain a complete record of all models in use, recently retired, or in development, including each model's purpose, owner, validation status, and limitations—so model risk can be managed at the aggregate (enterprise) level.

  30. What is a back-test exception, and how is it used in outcomes analysis for model validation?

    A back-test exception occurs when the realized outcome falls outside the model's predicted range (e.g., an actual loss exceeds the VaR estimate). The frequency and clustering of exceptions are compared against statistical expectations (e.g., Kupiec test) to judge whether the model is mis-calibrated and needs recalibration or rejection.

FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II) FAQ

What is in the FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II) syllabus?

FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II) is split into 4 chapters: Operational Risk Frameworks, Model Risk and Stress Testing, Liquidity and Treasury Risk and Risk Management in Investment. Together they contain 13 topics and 24 sub-topics.

How many chapters are in FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II)?

4 chapters, containing 13 topics and 24 sub-topics. The largest chapter is Operational Risk Frameworks, with 4 topics.

Are there flashcards for FRM (Financial Risk Manager) Operational Risk, Liquidity and Investment Risk (Part II)?

Yes — a 50-card Operational Risk, Liquidity and Investment Risk (Part II) deck, printed in full in the flashcards section of this page and available in the Examius app with spaced repetition. The free plan covers one exam of your choice, including its flashcards; Examius Pro, a one-time purchase, unlocks every other exam and deck.