CFA Program Curriculum: A Comprehensive Overview
CFA Code of Ethics & Standards
I. Professionalism
A. Knowledge of the Law
B. Independence and Objectivity
C. Misrepresentation
D. Misconduct
E. Competence
II. Integrity of Capital Markets
A. Material Nonpublic Information
B. Market Manipulation
III. Duties to Clients
A. Loyalty, Prudence, and Care
B. Fair Dealing
C. Suitability
D. Performance Presentation
E. Preservation of Confidentiality
IV. Duties to Employers
A. Loyalty
B. Additional Compensation Arrangements
C. Responsibilities of Supervisors
V. Investment Analysis & Recommendations
A. Diligence and Reasonable Basis
B. Communication with Clients and Prospective Clients
C. Record Retention
VI. Conflicts of Interest
A. Avoid or Disclose Conflicts
B. Priority of Transactions
C. Referral Fees
VII. CFA Institute Member/Candidate Responsibilities
A. Conduct as Participants in CFA Institute Programs
B. Reference to CFA Institute, Designation, and Program
Global Investment Performance Standards (GIPS)
Key Definitions
Firm: Corporation, subsidiary, or division presented to clients as a business entity
Portfolio Requirements: All fee-paying discretionary portfolios must be in at least one composite
GIPS Standards for Firms
Fundamentals of Compliance
Input Data and Calculation Methodology
Composite and Pooled Fund Maintenance
Composite Time-Weighted Return Report
Composite Money-Weighted Return Report
Pooled Fund Time-Weighted Return Report
Pooled Fund Money-Weighted Return
Quantitative Methods
Return Calculations
Holding Period Return (HPR)
R = (Pt + Dt – Pt-1) / Pt-1
or
R = (Pt + Dt) / Pt-1 – 1
Other Return Measures
Annualized Return: (1 + HPR)^(365/days) – 1
Continuously Compounded Return: RCC = ln(1 + HPR)
Statistical Measures
Types of Means
Arithmetic Mean: Sum of observations / Number of observations
Geometric Mean: ([(1 + R1) × … × (1 + RN)]^(1/N)) – 1
Harmonic Mean: N / Σ(1/Xi)
Modified Means
Trimmed Mean: Excludes x/2% from each tail
Winsorized Mean: Replaces x/2% in each tail
Dispersion Measures
Sample Variance: s² = Σ(xi – x̅)² / (n-1)
Standard Deviation: √ variance
Target Downside Deviation: √[Σ(Xi – target)² / (n-1)] for Xi < target
Coefficient of Variation: CV = s/X̅
Probability & Distributions
Bayes’ Formula
P(A|B) = [P(B|A) × P(A)] / P(B)
Expected Return & Risk
Expected Return: E(X) = ΣP(xi)xi
Portfolio Variance:
var(Rp) = wA²σA² + wB²σB² + 2wAwBσAσBρAB
Normal Distribution Properties
±1σ: 68%
±1.65σ: 90%
±1.96σ: 95%
±2.58σ: 99%
Statistical Testing
Hypothesis Testing
Null Hypothesis (H₀): Contains =, ≤, ≥
Alternative Hypothesis (Ha): Opposite of H₀
Error Types
Type I: False rejection of H₀
Type II: False acceptance of H₀
Regression Analysis
Linear Regression Model
Yi = b₀ + b₁Xi + εi
Where:
Y: Dependent variable
X: Independent variable
b₀: Intercept
b₁: Slope
εi: Error term
Model Evaluation
R²: SSR/SST (Coefficient of Determination)
ANOVA Components:
SST: Total Sum of Squares
SSR: Regression Sum of Squares
SSE: Error Sum of Squares
Economics
Market Operations
Breakeven Analysis
Breakeven Point: Total Revenue = Total Cost
Short-run Operations: Continue if TR > TVC (Total Variable Cost)
Shutdown Point: When TR < TVC
Market Structures
Perfect Competition
Many firms, no pricing power
No/low entry barriers
Homogeneous products
Monopolistic Competition
Many firms, some pricing power
Low entry barriers
Differentiated products
High advertising costs
Oligopoly
Few firms, significant pricing power
High entry barriers
Products may vary
Monopoly
Single firm, significant pricing power
High entry barriers
Competes with substitutes
Economic Indicators & Cycles
Business Cycle Phases
Expansion
Peak
Contraction
Trough
Economic Indicators
Leading: Precede peaks/troughs
Coincident: Align with peaks/troughs
Lagging: Follow peaks/troughs
Policy & Balance
Economic Policy
Monetary Policy:
Expansionary: Policy rate < Neutral rate
Contractionary: Policy rate > Neutral rate
Fiscal Policy:
Expansionary: Increasing deficit/decreasing surplus
Contractionary: Decreasing deficit/increasing surplus
Balance of Payments
Current Account
Merchandise/services
Income receipts
Unilateral transfers
Capital Account
Capital transfers
Nonfinancial asset transactions
Financial Account
Government foreign assets
Foreign-owned domestic assets
International Trade & FX
Trading Agreements
Free Trade Area
Customs Union
Common Market
Economic Union
Monetary Union
Foreign Exchange
Rate Expression: Price currency/Base currency
Real Exchange Rate:
Nominal rate × (Base currency CPI/Price currency CPI)
Forward Rate (No-Arbitrage):
Forward = Spot × (1 + Price currency rate)/(1 + Base currency rate)
Exchange Rate Regimes
Formal Dollarization
Monetary Union
Fixed Peg (±1%)
Target Zone
Crawling Peg
Crawling Bands
Managed Floating
Independently Floating
Corporate Issuers
Corporate Governance
Key Stakeholder Groups
Shareholders
Board of Directors
Senior Managers
Employees
Creditors
Suppliers
Critical Board Committees
Audit
Nominating/Governance
Compensation/Remuneration
Capital Investment
Project Types
Going Concern
Business maintenance
Cost reduction
Regulatory/Compliance
Safety requirements
Environmental compliance
Expansion
Existing business growth
Other
Non-core business projects
Capital Management
Capital Allocation Process
Idea Generation
Project Proposal Analysis
Capital Budget Creation
Decision Monitoring & Post-audit
Financial Metrics
Net Present Value (NPV)
NPV = CF₀ + CF₁/(1+k)¹ + CF₂/(1+k)² + … + CFₙ/(1+k)ₙ
Return on Invested Capital (ROIC)
ROIC = Net Operating Profit After Tax / Average Book Value of Invested Capital
Weighted Average Cost of Capital (WACC)
WACC = wd(kd)(1-t) + wps(kps) + wce(ks)
Real Options Types
Timing (Investment delay)
Abandonment (Project exit)
Expansion (Follow-on investment)
Flexibility (Price/input adjustment)
Fundamental (Underlying asset dependency)
Capital Structure Theories
Modigliani-Miller (No Taxes)
Capital structure irrelevant
MM with Taxes
100% debt maximizes value
No financial distress costs
Static Tradeoff Theory
Initial value increase with debt
Decreases when distress costs exceed tax benefits
Pecking Order Theory Financing preference hierarchy:
Internal capital
Debt
External equity
Portfolio Management
Investment Policy Statement (IPS)
Investment Objectives
Return Objectives
Risk Tolerance
Investment Constraints
Liquidity Needs
Time Horizon
Tax Concerns
Legal/Regulatory Factors
Unique Circumstances
Portfolio Theory
Efficient Frontier
Markowitz efficient frontier represents portfolios with:
Highest return for given risk level
Lowest risk for given return level
Risk Tolerant Investor │ E(Rp)
│
│ Efficient
Risk Averse │ Frontier
Investor │
│
└──────────────
σp
Asset Pricing Models
Capital Asset Pricing Model (CAPM)
E(Ri) = RFR + βi[E(Rmkt) – RFR]
Security Market Line (SML)
Represents CAPM equilibrium
Only systematic risk is compensated
Risk Components:
Total Risk = Systematic + Unsystematic Risk
E(Ri)│
│ SML
│ ↗
│ ↗
RFR │↗
└─────────────
β
Performance Measurement
Risk-Adjusted Metrics
Total Risk Measures
Sharpe Ratio
M-squared
Systematic Risk Measures
Treynor Measure
Jensen’s Alpha
E(R)│
│ SML
│ ↗
│ ↗ P
Rp │ •
Rf │•
└─────────────
βp β
Behavioral Finance
Cognitive Errors
Belief Perseverance
Conservatism
Confirmation
Representativeness
Control
Hindsight
Information Processing
Anchoring/Adjustment
Mental Accounting
Framing
Availability
Emotional Biases
Loss Aversion
Overconfidence
Self-Control
Status Quo
Endowment
Regret Aversion
Equity Investments
Security Market Efficiency
Key Components
Operational Efficiency
Minimized transaction costs
Smooth execution
Informational Efficiency
Rapid price adjustments
New information integration
Margin Trading
Basic Calculations
Leverage Factor = 1/Margin Percentage
Levered Return = HPR × Leverage Factor
Margin Call Price Formula
Margin Call Price = P₀(1 – Initial Margin %)/(1 – Maintenance Margin %)
Market Indices
Index Calculation Methods
Price-Weighted Index
Index = Σ(Stock Prices)/Adjusted Divisor
Value-Weighted Index
Index = Σ(Current Prices × Shares)/Σ(Base Year Prices × Base Year Shares)
Note: Value-weighted indices better reflect total market value changes as they account for both price and number of shares.
Trading Orders
Order Types
Execution Instructions
Market orders
Limit orders
Validity Instructions
Stop orders
Day orders
Fill-or-kill orders
Clearing Instructions
Short sale specification
Owned security sale
Market Structures
Quote-Driven
Investor-dealer trading
Order-Driven
Rule-based matching
Brokered
Broker-facilitated matching
Efficient Market Hypothesis (EMH)
Forms of Market Efficiency
Weak Form
Reflects market information
Technical analysis ineffective
Past prices don’t predict future
Semi-Strong Form
Instant public info adjustment
Fundamental analysis ineffective
Strong Form
Reflects all information
Inside information ineffective
Perfect market assumption
Industry Analysis
Analysis Framework
Industry Definition
Market Assessment
Size
Growth
Profitability
Structure Analysis (Porter)
External Analysis (PESTLE)
Strategy Evaluation
Porter’s Five Forces
Existing Competitor Rivalry
Entry Threat
Substitute Threat
Buyer Power
Supplier Power
PESTLE Framework
Political
Economic
Social
Technological
Legal
Environmental
Competitive Strategies
Cost Leadership
Product Differentiation
Focus/Niche
Valuation Models
One-Period Model
V₀ = (D₁ + P₁)/(1 + ke)
Note: Use expected dividend (D₁)
Dividend Discount Models (DDM)
Supernormal Growth (Multi-stage)
V₀ = D₁/(1+ke) + … + Dn/(1+ke)ⁿ + Pn/(1+ke)ⁿ
Where: Pn = Dn+1/(ke – gc)
Constant Growth
V₀ = D₁/(ke – g)
Fixed Income
Basic Bond Relationships
Price-Yield-Coupon
Price and yield inversely related
Discount: Coupon < Yield
Premium: Coupon > Yield
Price Trajectory: Approaches par at maturity
Bond Characteristics
Core Features
Issuer Types
Sovereign governments
Corporations
Local governments
Agencies
Supranationals
Special purpose entities
Maturity Categories
Money market (≤1 year)
Capital market (>1 year)
Key Terms
Par value (Principal)
Coupon (Fixed/Floating)
Seniority ranking
Contingency provisions
Cash Flow Structures
Bullet
Single principal payment at maturity
Amortizing
Full: Equal periodic payments
Partial: Balloon payment at end
Special Structures
Sinking fund
Floating-rate
Index-linked
Embedded Options
Callable Bonds
Issuer early repayment right
Higher yield, lower duration
Putable Bonds
Holder early sale right
Lower yield, lower duration
Convertible Bonds
Exchange for issuer’s stock
Warrants
Stock purchase rights
Usually detachable
Bond Markets
Market Types
Domestic: Local issuer/currency
Foreign: Foreign issuer/local currency
Eurobond: International market
Global: Multiple market trading
Bond Math
Pricing Formula
Full Price = PV × [1 + (YTM/n)^(days since coupon/days in period)]
Accrued Interest = Coupon × (days since last coupon/days in period)
Flat Price = Full Price – Accrued Interest
Yield Measures
YTM: Effective annual yield
Current Yield: Annual coupon/price
Simple Yield: Current yield ± amortization
YTC: Yield to call
YTW: Yield to worst
Risk Measures
Duration
Modified Duration ≈ -ΔV/(V₀×Δy)
Price Change Estimation
%∆Price = -Duration(Δy) + Convexity(Δy)²/2
Credit Analysis
Bottom-up Factors
Capacity
Capital
Collateral
Covenants
Character
Top-down Factors
Conditions
Country
Currency
Credit Risk
Expected Loss = Default Probability × Loss Given Default
Derivatives
Fundamental Concepts
Arbitrage & Replication
Law of One Price: Identical cash flows = Identical prices
Risk-Neutral Pricing: Certain payoff portfolios yield risk-free rate
Value vs. Price
Contract price set at initiation (zero value)
Value changes create opposite gains/losses for long/short positions
Contract Types
Forward Contract Value
Vt(T) = [St + PVt(costs) – PVt(benefits)] – F₀(T)(1 + Rf)^-(T-t)
Futures vs. Forwards
Futures: Standardized, exchange-traded
Daily mark-to-market settlement
Forward: Customized, OTC
Interest Rate Contracts
FRA: Forward contract for future borrowing/lending
Swaps: Series of FRAs with zero initial value
Options
Basic Positions
Position | Asset Exposure |
Call Buyer | Long |
Call Seller | Short |
Put Buyer | Short |
Put Seller | Long |
Intrinsic Value
Call = Max[0, S – X]
Put = Max[0, X – S]
Exercise Rights
American: Any time until expiration
European: Only at expiration
Value Factors
Factor Increase | Call | Put |
Asset Price | ↑ | ↓ |
Exercise Price | ↓ | ↑ |
Risk-free Rate | ↑ | ↓ |
Volatility | ↑ | ↑ |
Time to Expiration | ↑ | ↑* |
Holding Costs | ↑ | ↓ |
Holding Benefits | ↓ | ↑ |
*Except some deep ITM European puts
Put-Call Parity
Basic Relationship
c + X(1 + Rf)^-T = S + p
Component Expressions
S = c – p + X(1 + Rf)^-T
p = c – S + X(1 + Rf)^-T
c = S + p – X(1 + Rf)^-T
X(1 + Rf)^-T = S + p – c
Forward Parity
Replace S with F₀(T)(1 + Rf)^-T in parity relationships
Alternative Investments
Investment Life Cycle
Capital Commitment
Manager identification
Capital call initiation
Capital Deployment
Project funding
Management involvement
Capital Distribution
Income generation
Cash flow returns
Valuation & Access
Fair Value Hierarchy
Level 1
Active markets
Quoted prices
Level 2
Observable inputs
Model-based valuation
Level 3
Unobservable inputs
Limited market data
Redemption Restrictions
Lockup Period: Initial redemption restriction
Notice Period: 30-90 day fulfillment window
Gate: Temporary redemption limits
Fee Structures
Basic Components
Management Fee (% of AUM/committed capital)
Performance Fee (“2 and 20” structure)
Performance Conditions
Hard Hurdle: Fee only above rate
Soft Hurdle: Full fee if above rate
High Water Mark: Previous peak requirement
Clawback: Recovery provision
Distribution Waterfalls
American: Per-deal distribution
European: Return of capital priority
Investment Types
Hedge Fund Strategies
Event-Driven
Merger arbitrage
Distressed/Restructuring
Activist
Special situations
Relative Value
Convertible arbitrage
Fixed income strategies
Multi-strategy
Equity Strategies
Market neutral
Fundamental approaches
Short bias
Opportunistic
Macro
Managed futures
Private Capital
Leveraged Buyouts
Management buyouts
Management buy-ins
Venture Capital Stages
Formative
Later stage
Mezzanine
Exit Strategies
Trade sale
IPO
Recapitalization
Secondary sale
Write-off
Real Estate
Residential
Commercial
REITs
Loans (Whole/Construction)
Commodities
Futures Price ≈ Spot Price(1 + Rf) + Storage – Convenience Yield
Contango: Futures > Spot
Backwardation: Futures
Infrastructure
Greenfield: New assets
Brownfield: Existing assets
Second-stage: Mature assets
Types:
Transportation
Utility
Communications
Social