Risk & Portfolio Theory in International Accounting & Finance: Defining, Measuring, & Dive, Study Guides, Projects, Research of Finance

An overview of risk and portfolio theory in the context of international accounting & finance. Topics covered include defining risk, measuring risk through standard deviation and variance, managing risk through diversification, and the relationship between risk and return. The document also includes historical data on stock market returns and illustrations of the distribution of returns.

Typology: Study Guides, Projects, Research

2010/2011

Uploaded on 09/10/2011

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M.Sc. Finance, M.Sc. Investment & Finance M.Sc. International
Banking & Finance and M.Sc. International Accounting & Finance
Finance II
Risk and Portfolio Theory
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M.Sc. Finance, M.Sc. Investment & Finance M.Sc. International

Banking & Finance and M.Sc. International Accounting & Finance

Finance II

Risk and Portfolio Theory

  • Diversifiable and Systematic Risk
  • Risk and Return Relationship

Nature of Risk

• usual interpretation of risk - the threat of

loss

• interpretation in economics and finance

- the dispersion of possible outcomes

• dispersion is measured by the standard

deviation or variance of returns

Rates of Return 1926-1997 (USA)

Illustration of dispersion of returns in the capital market

60

40

20

Range

0

- -

Common Stocks Long T-Bonds T-Bills

-60 26 30 35 40 45 50 55 60 65 70 75 80 85 90 95

Year

Measuring Risk – Spread of Stock

Market Returns

Histogram of Annual Stock Market Returns 1926-97 USA

No of Years

13 12

11

10 9 8 7

6 5 4 3

2

1 1 1 2

4 3 2 Return %

400

300

200

100

0 -10% -8% -6% -4% -2% 0% 2% 4% 6% 8% 10%

Daily Return %

Daily Returns and the Normal distribution

A Reasonable Approximation?

Microsoft - Daily Return

% 1986-

600

500

400

300

Normal Distribution and Returns

When returns are defined in terms of Ln (P t+1/P t ) it is

often acceptable to proceed on the assumption that the

distribution is approximately normally distributed.

68% of outcomes occur within +/- 1 SD

(The bell shaped curve is defined totally by its mean value and its standard deviation, and allows some simple statements to be made about expected returns.)

95% of outcomes occur within +/- 2 SD

E(R)

U = f (W)

(Function characterised

by diminishing marginal

utility with respect to wealth.)

  • w WEALTH