Study guide
12.3 Performance Measures & Reporting
Series 65 Uniform Investment Adviser Law
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1 Introduction
About the Series 65 How to Use This Guide
2 Chapter 1: Economic Factors & Business Cycles
1.1 Business Cycles 1.2 Monetary Policy 1.3 Fiscal Policy 1.4 Inflation & Deflation 1.5 Interest Rates & Yield Curves 1.6 Global Economic Factors
3 Chapter 2: Financial Reporting & Analytical Methods
2.1 Financial Statements Overview 2.2 Accounting Fundamentals 2.3 SEC Filings & Annual Reports 2.4 Financial Ratios 2.5 Time Value of Money 2.6 IRR and NPV 2.7 Descriptive Statistics
4 Chapter 3: Types of Risk
3.1 Systematic (Market) Risk 3.2 Unsystematic (Company-Specific) Risk 3.3 Interest Rate & Reinvestment Risk 3.4 Inflation & Currency Risk 3.5 Liquidity Risk & Opportunity Cost 3.6 Risk Measurement & Portfolio Theory
5 Chapter 4: Cash Equivalents & Fixed Income Securities
4.1 Cash & Cash Equivalents 4.2 Treasury Securities 4.3 Agency Securities 4.4 Corporate Bonds 4.5 Municipal Bonds 4.6 Bond Pricing & Yields
6 Chapter 5: Equity Securities
5.1 Common Stock 5.2 Preferred Stock 5.3 Shareholder Rights & Corporate Actions 5.4 Equity Valuation Methods 5.5 ADRs, REITs & Other Equity Securities
7 Chapter 6: Pooled Investments
6.1 Mutual Funds 6.2 Mutual Fund Costs & Fees 6.3 Exchange-Traded Funds (ETFs) 6.4 Closed-End Funds & UITs 6.5 Hedge Funds & Private Equity
8 Chapter 7: Derivatives, Alternative Investments & Insurance Products
7.1 Options Basics 7.2 Options Strategies 7.3 Alternative Investments 7.4 Annuities 7.5 Life Insurance Products
9 Chapter 8: Client Types & Profiles
8.1 Individual Clients 8.2 Business Entity Clients 8.3 Trusts & Estates 8.4 Accredited & Qualified Investors 8.5 Suitability & Know Your Customer
10 Chapter 9: Portfolio Theory & Capital Markets
9.1 Modern Portfolio Theory 9.2 Capital Asset Pricing Model (CAPM) 9.3 Efficient Market Hypothesis 9.4 Risk & Performance Measures 9.5 Asset Allocation
11 Chapter 10: Portfolio Management Strategies
10.1 Investment Styles 10.2 Portfolio Management Techniques 10.3 Fixed Income Strategies 10.4 Return Calculations
12 Chapter 11: Tax Considerations & Retirement Planning
11.1 Capital Gains & Investment Taxes 11.2 Retirement Plans Overview 11.3 Individual Retirement Accounts (IRAs) 11.4 Education Savings Plans 11.5 Distributions & RMDs
13 Chapter 12: ERISA, Special Accounts & Performance Measures
12.1 ERISA Requirements 12.2 Special Account Types 12.3 Performance Measures & Reporting 12.4 QDROs & Special Situations
14 Chapter 13: Regulation of Investment Advisers
13.1 Investment Advisers Act of 1940 13.2 Registration Requirements 13.3 Recordkeeping Requirements 13.4 Custody Requirements 13.5 Exempt Reporting Advisers
15 Chapter 14: Regulation of Investment Adviser Representatives
14.1 IAR Definition & Requirements 14.2 Registration & Post-Registration 14.3 IARs of Federal Covered Advisers
16 Chapter 15: Regulation of Broker-Dealers & Agents
15.1 Broker-Dealer Definition 15.2 Agent Registration 15.3 Regulation Best Interest
17 Chapter 16: Securities Registration & Exemptions
16.1 Uniform Securities Act 16.2 Securities Registration Methods 16.3 Exempt Securities 16.4 Exempt Transactions
18 Chapter 17: Communications & Client Relationships
17.1 Advertising Rules 17.2 Social Media & Electronic Communications 17.3 Client Agreements & Disclosure 17.4 Proxy Voting & Other Obligations
19 Chapter 18: Ethics & Fiduciary Obligations
18.1 Fiduciary Duties 18.2 Prohibited Practices 18.3 Senior & Vulnerable Adult Protection 18.4 AML & Compliance Programs
12.3 Performance Measures & Reporting
Key Takeaways Explain This Topic AI
TWR measures manager performance; MWR measures investor experience.
Sharpe uses total risk; Treynor uses systematic risk.
Positive Jensen's alpha indicates outperformance versus CAPM.
GIPS standards are voluntary and require TWR.
All discretionary, fee-paying accounts must be in composites.
Benchmarks must be investable, measurable, and set in advance.
Last updated: December 2025
Accurate performance measurement is essential for evaluating investment results and comparing managers. Understanding various performance metrics and reporting standards is critical for investment advisers.
- Return Calculations
- Total Return
Total return captures all sources of investment gain: Total Return = Ending Value − Beginning Value + Income Beginning Value \text{Total Return} = \frac{\text{Ending Value} - \text{Beginning Value} + \text{Income}}{\text{Beginning Value}} Total Return = Beginning Value Ending Value − Beginning Value + Income
Example: An investment of $10,000 grows to $11,000 and pays $200 in dividends:
- Total Return = ($11,000 - $10,000 + $200) / $10,000 = 12%
- Annualized Return
Converts returns to an annual equivalent for comparison: Annualized Return = ( 1 + Total Return ) 1 Years − 1 \text{Annualized Return} = (1 + \text{Total Return})^{\frac{1}{\text{Years}}} - 1 Annualized Return = ( 1 + Total Return ) Years 1 − 1
Example: A 33.1% return over 3 years:
- Annualized = (1.331)^(1/3) - 1 = 10% per year
- Time-Weighted Return (TWR)
TWR eliminates the impact of cash flows to measure pure investment performance:
- Characteristic Description
- Purpose Measure manager skill
- Cash Flows Eliminates their effect
- GIPS Required Yes
- Best For Comparing managers
- How It Works: Links sub-period returns before and after each cash flow
- Money-Weighted Return (MWR / IRR)
MWR reflects the investor's actual experience, including the timing of cash flows:
- Characteristic Description
- Purpose Measure investor's actual return
- Cash Flows Reflects their timing
- Best For Personal performance assessment
- Calculation Internal rate of return (IRR)
On the Exam: TWR is for comparing managers (GIPS requirement). MWR shows the investor's actual experience and is affected by the timing of their contributions and withdrawals.
- Risk-Adjusted Performance Measures
- Sharpe Ratio
Measures excess return per unit of total risk (standard deviation): Sharpe Ratio = Portfolio Return − Risk-Free Rate Standard Deviation \text{Sharpe Ratio} = \frac{\text{Portfolio Return} - \text{Risk-Free Rate}}{\text{Standard Deviation}} Sharpe Ratio = Standard Deviation Portfolio Return − Risk-Free Rate
- Feature Description
- Risk Measure Standard deviation (total risk)
- Interpretation Higher is better
- Best For Undiversified portfolios or sole investments
- Limitation Penalizes both upside and downside volatility
- Treynor Ratio
Measures excess return per unit of systematic risk (beta): Treynor Ratio = (Portfolio Return - Risk-Free Rate) / Beta
- Feature Description
- Risk Measure Beta (systematic risk only)
- Interpretation Higher is better
- Best For Well-diversified portfolios
- Assumption Unsystematic risk has been diversified away
- Jensen's Alpha
Measures the excess return above what CAPM predicts: Alpha = Actual Return - [Risk-Free Rate + Beta × (Market Return - Risk-Free Rate)]
- Alpha Value Interpretation
- Positive Outperformed risk-adjusted expectation
- Zero Performed as expected
- Negative Underperformed risk-adjusted expectation
- Example: If CAPM predicts a 10% return but the portfolio earned 12%, alpha = 2%
- Information Ratio
Measures the consistency of outperformance relative to a benchmark: Information Ratio = Active Return / Tracking Error
Where:
- Active Return = Portfolio Return - Benchmark Return
- Tracking Error = Standard deviation of active returns
- Information Ratio Interpretation
- 0.5+ Good
- 0.75+ Very Good
- 1.0+ Excellent
- Comparison of Measures
- Measure Risk Basis Best Use
- Sharpe Ratio Total risk (std dev) Single portfolio evaluation
- Treynor Ratio Systematic risk (beta) Diversified portfolios
- Jensen's Alpha Systematic risk (beta) Manager skill assessment
- Information Ratio Tracking error Active manager consistency
- Benchmarking
- Benchmark Selection Criteria
An appropriate benchmark should be:
- Criterion Description
- Investable Could actually be purchased
- Measurable Returns can be calculated
- Appropriate Reflects strategy and style
- Unambiguous Clearly defined constituents
- Specified in Advance Known before the period
- Owned Manager accepts it as valid comparison
- Common Benchmarks
- Asset Class Common Benchmark
- U.S. Large Cap S&P 500
- U.S. Small Cap Russell 2000
- U.S. Aggregate Bonds Bloomberg U.S. Aggregate
- International Developed MSCI EAFE
- Emerging Markets MSCI Emerging Markets
- Real Estate NCREIF, FTSE NAREIT
- Global Investment Performance Standards (GIPS)
GIPS are voluntary ethical standards for investment performance presentation, created by CFA Institute.
- Objectives of GIPS
- Promote investor confidence
- Ensure accurate and consistent performance data
- Establish a global standard for comparison
- Promote fair competition among firms
- Encourage industry self-regulation
- Who Can Claim GIPS Compliance
- Can Claim Cannot Claim
- Investment management firms Individual advisers
- Asset owners managing discretionary assets Brokers without discretion
- Firms competing for business Non-investment firms
- Key GIPS Requirements
- Requirement Details
- Minimum Performance History At least 5 years (building to 10)
- Return Calculation Time-weighted returns required
- Composite Construction All discretionary, fee-paying accounts
- Fee Disclosure Both gross and net-of-fee returns
- Verification Voluntary but recommended
- GIPS Composite Requirements
All fee-paying discretionary portfolios must be included in at least one composite based on:
- Similar investment strategy
- Similar risk/return objectives
- Comparable mandates
On the Exam: GIPS is voluntary, requires time-weighted returns, and all discretionary fee-paying accounts must be in composites. No "cherry-picking" of best performers.
- Key Takeaways
- TWR measures manager performance (GIPS required); MWR measures investor experience
- Sharpe uses total risk (std dev); Treynor uses systematic risk (beta)
- Positive Jensen's alpha means outperformance vs. CAPM prediction
- GIPS are voluntary standards requiring TWR and composite presentation
- Benchmarks must be investable, measurable, appropriate, and specified in advance