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Lesson 9 of 29

Adding an Asset to a Portfolio – Improving the Minimum Variance Frontier

We can use the Sharpe Ratio to determine if adding an asset creates a better (higher) minimum variance frontier.

The Sharpe ratio is calculated using the following formula:

Sharpe Ratio = (E(Rasset) – RF)/σasset

Calculate the Sharpe ratio for the current portfolio and then calculate the Sharpe ratio after adding the new asset.

If the Sharpe Rationew port > (Sharpe Ratiocurrent port * ρ(new asset, current port)), then the new asset should be added.

ρ(new asset, current port) = correlation coefficient between the current portfolio’s returns and the new asset’s returns

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The Market Model for a Security’s Returns

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Portfolio Management

29 lessons

Lessons

1
CFA Level 2: Portfolio Management – Introduction
2
Mean-Variance Analysis Assumptions
3
Expected Return and Variance for a Two Asset Portfolio
4
The Minimum Variance Frontier & Efficient Frontier
5
Diversification Benefits
6
The Capital Allocation Line – Introducing the Risk-free Asset
7
The Capital Market Line
8
CAPM & the SML
9
Adding an Asset to a Portfolio – Improving the Minimum Variance Frontier
10
The Market Model for a Security’s Returns
11
Adjusted and Unadjusted Beta
12
Multifactor Models
13
Arbitrage Portfolio Theory (APT) – A Multifactor Macroeconomic Model
14
Risk Factors and Tracking Portfolios
15
Markowitz, MPT, and Market Efficiency
16
International Capital Market Integration
17
Domestic CAPM and Extended CAPM
18
Changes in Real Exchange Rates
19
International CAPM (ICAPM) - Beyond Extended CAPM
20
Measuring Currency Exposure
21
Company Stock Value Responses to Changes in Real Exchange Rates
22
ICAPM vs. Domestic CAPM
23
The J-Curve – Impact of Exchange Rate Changes on National Economies
24
Moving Exchange Rates and Equity Markets
25
Impacts of Market Segmentation on ICAPM
26
Justifying Active Portfolio Management
27
The Treynor-Black Model
28
Portfolio Management Process
29
The Investor Policy Statement
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