Portfolio Management Flashcards

1
Q

Return generating multifactor model

Fama and French

A

E(Ri) – Rf = βi1 × E(Factor 1) + βi2 × E(Factor 2) + ….+ βik × E (Factor k)

Fama and French estimated the sensitivity of security returns to three factors: firm size, firm book value to market value ratio and the return on the market portfolio minus the risk-free rate (excess return on the market portfolio). Carhart suggests a fourth factor that measures price momentum using prior period returns.

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2
Q

Execution Instruction

A

The most common orders, in terms of execution instructions, are market or limit orders. A market order instructs the broker to execute the trade immediately at the best available price. A limit order places a minimum execution price on sell orders and a maximum execution price on buy orders. The disadvantage of a limit order is that it might not be filled.

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3
Q

Stop (stop loss) orders

A

Stop (stop loss) orders are not executed unless the stop price has been reached. A stop sell order is placed at a “stop” price below the current market price, executes if the stock trades at or below the stop price, and can limit the losses on a long position. A stop buy order is placed at a “stop” price above the current market price, executes if the stock trades at or above the stop price, and can limit losses on a short position.

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4
Q

Validity Instruction

A

Validity instructions specify when an order should be executed. Most orders are day orders, meaning they expire if unfilled by the end of the trading day. Good- till-cancelled orders remain open until they are filled. Immediate or cancel orders (also known as fill or kill orders) are cancelled unless they can be filled immediately. Good-on-close orders are only filled at the end of the trading day. If they are market orders, they are referred to as market-on-close orders. These are often used by mutual funds because their portfolios are valued using closing prices. There are also good-on-open orders.

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5
Q

Sponsored depository receipt

Unsponsored depository receipt

A

The owner of a sponsored DR share has the same voting rights and receives the same dividends as the owner of a common share of the firm. With an unsponsored DR, the depository bank retains the voting rights. A global depository receipt may be sponsored or unsponsored.

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6
Q

Investment policy statement (IPS)

A
  • Details the investor’s investment objectives and constraints.
  • Specifies an objective benchmark (such as an index return).
  • Should be updated at least every few years and anytime the investor’s objectives or constraints change significantly.
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7
Q

Financial risks

A

Financial risks are those that arise from exposure to financial markets. Examples are:

  • Credit risk. This is the uncertainty about whether the counterparty to a transaction will fulfill its contractual obligations.
  • Liquidity risk. This is the risk of loss when selling an asset at a time when market conditions make the sales price less than the underlying fair value of the asset.
  • Market risk. This is the uncertainty about market prices of assets (stocks, commodities, and currencies) and interest rates.
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8
Q

Derivatives risks

A
  • Delta. This is the sensitivity of derivatives values to the price of the underlying asset.
  • Gamma. This is the sensitivity of delta to changes in the price of the underlying asset.
  • Vega. This is the sensitivity of derivatives values to the volatility of the price of the underlying asset.
  • Rho. This is the sensitivity of derivatives values to changes in the risk-free rate.
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9
Q

Tail risk (downside risk)

A

Tail risk or downside risk is the uncertainty about the probability of extremely negative outcomes. Commonly used measures of tail risk include value at risk (VaR), the minimum loss over a period that will occur with a specific probability, and conditional VaR (CVaR), the expected value of a loss, given that the loss exceeds a given amount.

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10
Q

Two methods of risk assessment

A
  • Stress testing examines the effects of a specific (usually extreme) change in a key variable.
  • Scenario analysis refers to a similar what-if analysis of expected loss but incorporates specific changes in multiple inputs.
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11
Q

Covariance between two portfolios using

A
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12
Q

Sharpe ratio and M-squared

A

Sharpe ratio and M-squared measure excess return per unit of total risk

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13
Q

Treynor measure and Jensen’s alpha

A

Treynor measure and Jensen’s alpha measure excess return per unit of systematic risk.

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14
Q

Tactical asset allocation

A

A manager who varies from strategic asset allocation weights in order to take advantage of perceived short-term opportunities is adding tactical asset allocation to the portfolio strategy.

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15
Q

Security selection

A

Security selection refers to deviations from index weights on individual securities within an asset class.

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16
Q

Utility Theory

A

The investor with a higher risk aversion (A) would calculate a lower utility (U).

U=E(r)−(1/2)Aσ2

17
Q

Jensen’s Alpha

A

αp = Rp – [Rf + βp(Rm – Rf)]

18
Q

Treynor ratio

A

Treynor ratio = (Rp − Rf) / βp

19
Q

Risk Management Process

A
  • Identify organization’s risk tolerance
  • Identify and measure risks faced
  • Modify and monitor risks faced
20
Q

Risk Governance

A

Senior management’s role in determining risk tolerance, risk exposure strategy and framework.

21
Q

Risk Budgeting

A

Allocating resources to assets/investments based on their risk characteristics and the organization’s risk tolerance

22
Q

CAPM Assumptions

A
  • Investors are rational, risk-averse, and maximize expected utility
  • One-period time horizon
  • Infinitely divisible assets
  • Investors are price takers
  • Homogeneous expectations: For each security, all investors have same return and risk expectations.
  • Frictionless market: No taxes, transaction costs, or restrictions on short selling
23
Q

Optimal Risky Portfolio vs. Global Minimum-variance Portfolio

A
  • The optimal risky portfolio lies at the point of tangency between the capital allocation line and the efficient frontier of risky assets.
  • The global minimum-variance portfolio is the left-most point on the minimum-variance frontier.