Cheat Sheet Flashcards

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1
Q

According to modern portfolio theory, only systematic risk is rewarded.
= undiversifiable risks

A

Systematic Risk (Beta) (Market Risk)

Well diversified portfolio, efficient markets, market index: beta=1

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2
Q

The rate of return for high-quality corporate bonds is the required return when calculating the benefit liabilites of private defined benefit pension plans in the US (Pension Protection Act of 2006)

A
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3
Q

In a bond tender offer, the company would buy back the debt liabilities on the open market, paying a premium above the market price. A bond tender offer tends to be difficult and costly to implement, particularly when the bonds are widely held.

A
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4
Q

After conducting a fair value assessment of a fund, it’s concluded that it is trading well below NAV

A

This is a fundamental information based trade (not a news/event driven trade)
The information was formed as part of a private research, not public, so the information is private.
To keep the information from becoming public through excessively fast trading activity, the trade should be conducted slowly over time
Private information= low alpha decay

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5
Q

Do losses require proportionally greater gains to reverse or offset? Choose the best response.

A

Yes, because we calculate percentage gains/losses on the basis of the starting amount of portfolio holdings.
If the denominator of the gain calculation is lower, a higher percentage gain is required to offset the loss. For example, if you lose 10% of $100, your new holding is $90. To earn back the $10 loss, you must earn 10/90, or 11%

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6
Q

(formula FC created)

4x leverage= 75% borrowed & 25% cash
3x leverage= 66.7% borrowed & 33.3% cash

A

Leverage multiplier

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7
Q
  1. Redemption frequency indicates how often an investor can withdraw capital from the fund,
  2. and the notification period indicates how far in advance of the redemption investors must tell the fund of their intention to redeem.
  3. A lockup is the initial period, after making an investment, during which investors cannot redeem their holding. Lockups have two types: a hard lock, which allows for no redemptions, and a soft lock, which charges a fee, paid into the fund, for redemptions. A mutual fund redemption fee is equivalent to a hedge fund soft lock.
  4. Gates limit the amount of fund assets, or investor assets that can be redeemed at one redemption date.
A

Hedge fund liquidity has four basic features: redemption frequency, notification period, lockup, and gates

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8
Q

Investors are contractually obligated to contribute specific amounts (capital calls) during the investment phase and then receive distributions and capital as investments are harvested during the remaining term of the fund. A typical investment phase is 5 years. The typical life of a fund is 10 years, with the option to extend the term for two 1-year periods

A

Private equity and venture capital funds provide the least liquidity.

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9
Q

Because incentive fees are fees charged as a percentage of returns (reducing net gains in positive months and reducing net losses in negative months), its use lowers the standard deviation of realized returns.

A

Charging a management fee (a fixed percentage based on assets) lowers the level of realized return without affecting the standard deviation of the return series.

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10
Q

Null: Ho=0
t-stat > a = accept
Alternative: Ha>0
t-stat < a= accept

Higher confidence level = lower significance level = higher accuracy & reduces Type 1 errors & increases Type 2 errors

Type 1 & Type 2 erorrs work in opposite directions

A

Type 1 error: rejecting the null when it is correct
Type 2 error: not rejecting an incorrect null

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11
Q

is a weighted average of the time to receipt of the bond’s promised payments, where the weights are the shares of the full price that correspond to each of the bond’s promised future payments.

A

Macaulay duration (MacDur)

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12
Q

The Macaulay duration statistic divided by one plus the yield per period, which estimates the percentage price change (including accrued interest) for a bond given a change in its yield to maturity.

A

Modified duration (ModDur)

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13
Q

The sensitivity of the bond’s price to a change in a benchmark yield curve (i.e., using a parallel shift in the benchmark yield curve (ΔCurve).

Effective duration is essential to the measurement of the interest rate risk of a complex bond where future cash flows are uncertain.

Used for: complex bonds where cash flows are not certain (bonds w/ embedded options)

reflects initial shape of the yield curve plus assumed upward/downward shifts in the yield curve to estimate the potential amount of timing of liability payouts (LDI)

A

Effective duration (EffDur)

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14
Q

A measure of a bond’s sensitivity to a change in the benchmark yield curve at a specific maturity point or segment. Key rate durations help identify “shaping risk” for a bond or a portfolio—that is, its sensitivity to changes in the shape of the benchmark yield curve (e.g., the yield curve becoming steeper or flatter or showing more or less curvature).

A

Key rate duration
(KeyRatDur, also called partial duration)

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15
Q

A measure of interest rate sensitivity that is determined from market data—that is, run a regression of bond price returns on changes in a benchmark interest rate (for example, the price returns of a 10-year euro-denominated corporate bond could be regressed on changes in the 10-year German bund or the 10-year Euribor swap rate).

A

Empirical duration

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16
Q

A measure of the price change in units of the currency in which the bond is denominated. Money duration can be stated per 100 of par value or in terms of the bond’s actual position size in the portfolio. Commonly called “dollar duration” in the United States.

A

Money duration

17
Q

An estimate of the change in a bond’s price given a 1 bp change in yield to maturity. PVBP “scales” money duration so that it can be interpreted as money gained or lost for each basis point change in the reference interest rate.

Also referred to in North America as the “dollar value of an 0.01” (pronounced oh-one) and abbreviated as DV01. It is calibrated to a bond’s par value of 100; for example, a DV01 of $0.08 is equivalent to 8 cents per 100 points. (The terms PVBP and DV01 are used interchangeably; we will generally use PVBP, but DV01 has the same meaning).

A related statistic to PVBP, sometimes called “basis point value” (or BPV), is the money duration times 0.0001 (1 bp).

A

Price value of a basis point (PVBP)

18
Q

A second-order effect that describes a bond’s price behavior for larger yield movements. It captures the extent to which the yield/price relationship deviates from a linear relationship.
If a bond has positive convexity, the expected return of the bond will be higher than the return of an identical-duration, lower-convexity bond if interest rates change.
This price behavior is valuable to investors, and therefore, a bond with higher convexity might be expected to have a lower yield to maturity than a similar-duration bond with less convexity.
Nominal convexity calculations assume that the cash flows do not change when yields to maturity change.

A

Convexity

19
Q

A curve convexity statistic that measures the secondary effect of a change in a benchmark yield curve.
A pricing model is used to determine the new prices when the benchmark curve is shifted upward (PV+) and downward (PV−) by the same amount (ΔCurve), holding other factors constant.

A

Effective convexity (EffCon)

20
Q

is the sensitivity of a portfolio of bonds to small changes in interest rates. It can be calculated as the weighted average of time to receipt of the aggregate cash flows or, more commonly, as the weighted average of the individual bond durations that comprise the portfolio.

A

Bond Portfolio Duration

21
Q

is a useful measure for determining a portfolio’s sensitivity to changes in credit spreads. It provides the approximate percentage increase (decrease) in bond price expected for a 1% decrease (increase) in credit spread.

A

Spread duration

22
Q

(Notional value - margin)/ margin
notional value = 100
margin requirement= 10%

9=(100-10)/10

A

Leverage Factor

23
Q

Convexity serves an investor’s interests when interest rates either rise or fall. Holding all
other factors constant (i.e., yield and duration), as compared to a bond with lower
convexity, a bond with higher convexity tends to appreciate more when interest rates
decline and depreciates less when interest rates rise.

A

convexity

24
Q

Private equity, credit, and real estate returns are typically reported using internal rates of return (IRRs) rather than time-weighted returns (TWR) as is common in the liquid asset classes.
IRRs are sensitive to the timing of cash flows into and out of the fund. Two managers may have similar portfolios but very different return profiles depending on their particular capital call and distribution schedule. Investors must understand the ways in which a manager can bias their reported IRR.

A

Internal rate of return (IRR)

25
Q

2: CME (made written FC)

Country’s Ability to Pay:
Ratios:
* real GDP growth rate < 4%
* Debt to GDP > 70-80%
* foreign exchange reserves < 100% of ST debt
* Debt levels > 200% of current account receipts
* Deficit to GDP > 4%
* Low per capita income
* Current account deficit > 4% GDP
* Foreign debt > 50%

Details:
* Financial markets: low development & small
* Industries: cyclical
* Wealth: concentrated, less diverse tax base
* reliance on foreign borrowing
* high restrictions on capital flows/currency conversion
* reliance on commodity/agriculture exports

Country’s Willingness to Pay:
* Weak property rights
* weak enforcement of contract law

A

Emerging Market high risk indicators:

26
Q

A moving-average crossover indicates an upward (downward) trend when the moving average of the shorter time frame, 50 days, is above (below) the moving average of the longer time frame, 200 days.

A

Trend Signal

Module 5: Systematic Tactical Asset Allocation