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Portfolio Optimization Finding the Efficient Frontier

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Beta of the Market = 1. i = (Ri Rrf)/(Rm - Rrf) So if Ri = Rm, i = m then ... Non-Diversifiable. Risk. Stodder, Efficient Frontier. How do We Find. the ... – PowerPoint PPT presentation

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Title: Portfolio Optimization Finding the Efficient Frontier


1
Portfolio Optimization Finding the Efficient
Frontier
  • Theory, and
  • a Practical Example

2
Concept of Beta
3
Source Value Line, March 2005
4
Security Market Line Equation
  • Required Return Risk Free Risk Premium
  • on Stock i Rate on
    Stock i
  • Required Return Risk Free ßi(Market Risk)
  • on Stock i Rate Premium

Ri Rrf ßi(Rm - Rrf)
5
Beta of the Market 1
  • ßi (Ri Rrf)/(Rm - Rrf)
  • So if Ri Rm, ßi ßm then
  • ßm (Rm Rrf)/(Rm - Rrf) 1

6
The Efficient Frontier
Non-Diversifiable Risk
7
How do We Find the Efficient Frontier?
  • Basic Strategy
  • Find the Standard Deviation (si) and Mean Return
    (µi) of every stock Stock i.
  • For any given rate of return, find the minimal
    standard deviation portfolio that can achieve
    that return.

8
Run Simulation
  • From Financial Models Using Simulation and
    Optimization
  • by Wayne Winston
  • Ch. 16, Portfolio Optimization
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