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Portfolio Policy and Theory

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Alpha analysis can adjust the alphas into line with manager's desires for risk ... Screens: Rank the stocks by alpha and rebalance ... – PowerPoint PPT presentation

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Title: Portfolio Policy and Theory


1
Portfolio Policy and Theory
  • Markowitzs portfolio selection
  • Portfolio with various types of assets

2
Portfolio Policy
  • Set an investment goal
  • Life cycle investment
  • ????
  • Age below 25, age 25-50, and age above 50
  • Yesterday, today, and tomorrow
  • Investment and consumption
  • Safety and Happiness
  • Financial Independence
  • Constraints

3
Portfolio Policy
  • Cash-inflow assets versus cash-outflow
    liabilities
  • Income from working (salary), income from
    investment (cash dividends and capital gains),
    and unexpected income
  • Managing assets and liabilities
  • Cash match and Duration match
  • Right now, lifetime and afterlife

4
Markowitzs Portfolio Selection
  • Optimal portfolio selection
  • Maximize return for a given risk
  • Minimize risk for a given return
  • Covariance analysis
  • Efficient frontier
  • Market portfolio
  • Risky assets
  • Utility function indifference curve

5
Capital Asset Pricing Model
  • CAPM measures the required rate of return of an
    asset
  • If a stock had declined to a price that makes the
    valuation of 4 million instead of 8 million,
    its beta would have been greater given the
    market constant.
  • To people who think beta to measure risk, the
    cheaper price would have made this stock riskier.

6
Arbitrage Pricing Theory
  • Multi-factors model
  • Three-factor model

7
Sharpes Optimal Portfolio
  • Capital market line
  • Optimal market portfolio
  • Risky assets and risk-free assets
  • Short selling and lending or borrowing
  • Co-movement with the market beta

8
Required Return and Risk Premium
  • Risk actual loss anticipated fear
  • Capital asset pricing model
  • Excess return, risk-free rate, risk premium,
    and error term
  • Performance measure Sharpes ratio
  • The myth of beta the underlying assumptions
  • The problem of searching the optimal market
    portfolio global market with all classes of
    assets

9
Risk and Return
  • Risk falls into these broad categories
  • Volatility
  • Momentum
  • Size
  • Liquidity
  • Earnings growth
  • Value ratios of earnings, dividends, cash flows,
    book value, sales to price
  • Earnings volatility
  • Financial leverage

10
Return Anomalies
  • Expected return, Benchmark return, Excess return
  • Size effects
  • Neglected effects
  • Momentum effects
  • Contrarian effects
  • Low price-to-earnings effect
  • Low price-to-book effect
  • Monday effects
  • January effects

11
Portfolio Construction
  • Portfolio construction requires several inputs
  • The current portfolio
  • Alphas benchmark and cash neutral alphas
  • Covariance estimates
  • Transactions cost estimates the cost of moving
    from one portfolio to another
  • An active risk aversion

12
Portfolio Implementation
  • Portfolio revision How often should you revise
    your portfolio whenever you receive new
    information?
  • What portfolio would we choose given inputs
    (alphas, covariance, active risk aversion, and
    transaction cost) unreasonable and noisy?
  • Alpha analysis can adjust the alphas into line
    with managers desires for risk control and
    anticipated source of value added.

13
Portfolio Implementation
  • Portfolio construction techniques include
    screening, stratified sampling, linear
    programming, and quadratic programming.
  • Screens Rank the stocks by alpha and rebalance
  • Stratification Split the list of followed stocks
    into exclusive categories (risk control)

14
Anchors Lifetime Portfolio
  • Markowitzs portfolio
  • Anchors portfolio
  • - Relationship between happiness and pain
  • - Maximize happiness or minimize pain
  • - Optimal lifetime portfolio consisting of
    lifetime events within and after life
  • How to measure happiness and pain?
  • How to define lifetime events?
  • Whats the constraints?
  • Percentage of risky assets equal to (100- Age)1

15
Design a Portfolio by Peter Lynch
  • Whats wrong with high expectation of 30 return?
  • How do you design a portfolio to get 12-15
    return?
  • How many stocks should you own?
  • A foolish diversity There is no use diversifying
    into unknown companies just for the sake of
    diversity.

16
Diversification under An Edge
  • Its best to own as many stocks as there are
    situations in which
  • (a) youve got an edge and
  • (b) youve uncovered an exciting prospect that
    passes all the tests of research.
  • Since there is no way to anticipate when pleasant
    surprise of various kinds might happen, you
    increase your odds of benefiting from one by
    owning several stocks (5-10 stocks).

17
Watering the Weeds
  • Buying and selling as it relates to portfolio
    management
  • Constantly recheck stocks and stories, add and
    subtract to your investments as things change
  • Stay in the market forever and rotate stocks
    depending on the fundamental situations
  • Rotate in and out of stocks depending on what has
    happened to the price as it relates to the story
  • If you decide that a certain amount youve
    invested in the stock market will always be
    invested in the stock market, youll save
    yourself a lot of mistimed moves and general
    agony.

18
A Price Drop in a Good Stock
  • If you cant convince yourself When Im down 25
    percent, Im a buyer and banish forever the
    fatal thought When Im down 25, Im a seller,
    then youll never make a decent profit in stocks.
  • Detest stop orders When you put it in a 15
    stop order, youre admitting that youre going to
    sell the stock for less than its worth today,
    but with the volatility in todays market, a
    stock almost always hits the stop.

19
A Price Rise in A Good Stock
  • The belief of Sell when its a double will
    never let you benefit from a big winner.
  • Stick around to see what happens as long as the
    original story continues to make sense, or gets
    better, and youll be amazed at the results in
    several years.
  • Be cause about the momentum effect and
    Cinderellas shining shoes
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