Lecture 9 & 10 Flashcards

1
Q

When a manager is not worth it

A

Levered Index position has same risk return profile

ex ante rules could have achieved similar return

–> only pay infrastructure and skill

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2
Q

Adjust returns

A

Against benchmark

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3
Q

Sharpe Ratio

A

(rp-rf)/sigmap

If portfolio is not diversified

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4
Q

M^2

A

Create adjusted portfolio that has the same standard deviation than market. Look for return

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5
Q

Treynors Measure

A

Sharpe Ratio with systematic risk beta

Portfolio diversified and systematic risk neglegible

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6
Q

Jensens alpha

A

alpha above prediction from CAPM

alpha = rp - [rf + beta(rm-rf)]

use, if a fund is merely part of another giant portfolio (high diversified)

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7
Q

Information ratio

A

measures normal return per unit of risk that could have been diversified away by a market index portf.

IR = alpha p / sigma ep

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8
Q

Performance measurement of hedgefunds

A

Sp^2 = Sm^2 + (alpha h / alpha e)^2

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9
Q

Market timing with perfect foresight

A

Security market line creates a nonlinear beta

–> works like a call option

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10
Q

How to set up a benchmark portfolio

A
  • Select benchmark index portfolio for each asset class
  • Choose weights based on market expectations
  • Choose portfolio of securities within each class by security analysis
  • Calculate return on the benchmark on the managed portfolio and explain the difference in return based on weights or selection
  • Summarize the performance differences into appropriate categories
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