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FUND PERFORMANCE

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Change in value for 1st half: 10%=880000/800000 1 ... Long-term Goals: Return Attributes. Desired Asset Mix and Tolerable Deviations. Planning Horizon ... – PowerPoint PPT presentation

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Title: FUND PERFORMANCE


1
FUND PERFORMANCE
  • Portfolio Management
  • Ali Nejadmalayeri

2
Evaluation Process
  • The major aspects of evaluation are
  • Efficiency of Asset Allocation
  • Efficacy of Rebalancing of Asset Classes
  • Efficacy of Asset Selection
  • The performance measure should account not only
    for return but also risk!

3
Snapshot of Performance
4
Return
  • Return should measure
  • Change in NET ASSET VALUE (NAV)
  • Cash Distributions, D
  • Capital Gain Distributions, C
  • So for one period return is

5
Return Example
  • Imagine a fund with initial fund of 800,000
    which grows to 880,000 in six months. Then, the
    fund receives a cash flow of 220,000 in six
    months which reinvest. The total value at the
    year-end is 1,320,000. Whats the return?
  • Change in value for 1st half 10880000/800000
    1
  • Change in value for 2nd half 501320000/880000
    1
  • Total change in value then is 651320000/800000
    1
  • ? Is This the Correct Return?

6
Return 1st Method
  • Find the sub-period return and then time-weighted
    average them
  • 1st half, 10
  • 2nd half, 20
  • Then find the geometric average
  • 1.10 1.20 1.32
  • overall return 32

7
Return 2nd Method
  • Find the beginning and ending Net Asset Value for
    each period, then find the overall change in NAV
  • 1st half, assume 800 units then NAV beg
    1000 and NAV end 1100
  • 2nd half, assume 1000 units then NAV beg
    1100 and NAV end 1320
  • Overall return is 1320/1000 1 32

8
Risk Adjusted Return
  • Reward-to-Total Risk (Sharp Ratio)
  • Appropriate for concentrated portfolios with
    single manager
  • Reward-to-Market Risk (Treynor Ratio)
  • Appropriate for diffused portfolios with multiple
    managers

9
Differential Return
  • Corrected for risk, how much extra return is
    generated
  • CAPM
  • Empirically, we can run this regression

10
Differential Return (Contd)
  • In general, there could be N factors which affect
    stock return. For instance, besides market risk
    premium, small-large stocks premium, and hi-lo
    book-to-market premium also affect stock returns,
    thus the excess return in is computed from
    following regression

11
Performance Comparison
  • Beta
  • when high means riskier than market
  • R2
  • When high means better diversified
  • Sharp Ratio (Award-to-Volatility)
  • When high means more return per total risk
  • Traynor Ratio (Award-to-Variability)
  • When high means more return per market risk
  • Alpha
  • When high means excess return over market,
    corrected for risk

12
Superior Selection
  • Return

Net Selectivity
rp
r(sp)
Diversification Asset Allocation
E(rp)
Market Risk
rf
risk
13
Components of Return
  • Fama Decomposition
  • Return Total Excess Return Risk Free Rate
  • Total Excess Return Selectivity Risk
  • Selectivity Net Selectivity Diversification

14
Market Timing
Fitting a Piece-wise Linear
Fund
Fitting a Curve
The general idea is that if manager time the
positioning well then in a bust the beta of the
fund, slope sensitivity, should be low and in a
boom the beta, slope sensitivity, should be high!
Fitting a Line
Market
15
Market Timing
  • Nonlinear Relationship
  • Beta increases (decreases) as Market booms
    (busts)
  • You want cp to be positive indicating market
    timing ability
  • Piece-wise Linear
  • Beta lower in bust than in boom
  • D is 1 when boom, zero when bust. You want cp to
    be positive
  • Cash Management
  • Cash holding is low (high) in boom (bust)

16
Cash Management
  • Find normal cash allocation (or, average)
  • In boom the ratio should go down, vice versa in
    bust should go up
  • Market forecast ability
  • What percentage of time the manager correctly
    shifts cash level up and down in anticipation of
    events?

17
Setting Up the Goals
  • Long-term Goals
  • Return Attributes
  • Desired Asset Mix and Tolerable Deviations
  • Planning Horizon
  • Appraising Tactical Asset Mix
  • Evaluating the Managers Performance

18
Long-term Goals
  • Fund Type Value
  • Fund Value 400 M - 1 B
  • Return Goal 5 real
  • Planning Period 3 - 5 years
  • Risk to Loss
  • 3/8 probability of not earning the return ¼
    probability of loss
  • Asset Allocation
  • Cash 5 5
  • Domestic 85 10
  • Europe 10 2

19
Appraising Asset Allocation
  • 1st, check if average return is in line with
    objectives
  • 2nd, if the return is stable, i.e., percentage of
    time not earning the return or making losses is
    in line with objectives
  • 3rd, if none of above id true, then simulate what
    asset allocation could have brought the results
    in line with your objectives

20
Managers Performance
  • Comparison with broad index (or, segment indices
    for specialized funds)
  • Comparison for peer fund managers
  • Evaluation after adjusting for systematic factors
  • Market Beta,
  • Style Growth Value
  • Industry Classification Sectors
  • Stock Selection

21
Broad Index and Peers
Return
Stock Fund
25 Median 75
SP 500 Index
Bond Fund
25 Median 75
Lehman Index
  • Risk

22
Systematic Factors
  • Compare to a benchmark, like index, examine how
    overweighted (underweighted) the fund is in a
    number of dimensions
  • Style (Growth Value) and Industry
    Classification
  • Then, determine what is the percentage
    differential
  • Compare all the percentage differentials to find
    what dimension, Market, Style, Industry
    Classification, or Selection, created value

23
Information Ratio
  • Managers goal is create excess value, but her
    performance fluctuates throughout time, so to
    account for uncertainty we define Information
    Ratio (IR)

24
Time-Confidence
  • Time horizon that a manager can sustain this type
    of performance in a function of her confidence in
    her own ability
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