CHP 28 Flashcards

1
Q

1.1. Active investment management

A

The investment manager has only few restrictions – possibly only a broad benchmark of asset classes. This enables them to make judgments on future performance of individual investments, both long- and short-term.
Active management is generally expected to make higher returns than passive due to the freedom of choice.
This will however likely be offset by the extra costs involved in more regular transactions – particularly when trying to make short-term gain. There is also the risk that the judgment is wrong and it results in lower return.

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2
Q

1.2. Passive investment management

A

Hold assets that closely reflect those underlying a certain index or specific benchmark. The manager has little freedom to choose.
Passive investment is not risk free as the index could go down and there is tracking error.

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3
Q

Historic tracking error

A

Until recently, most attention was given to measuring and managing active risk.
The most usual backwards risk measure adopted is the retrospective or backwards-looking tracking error – the annualized standard deviation of the difference between portfolio return and benchmark return, based on observed relative performance.

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4
Q

Forward-looking tracking error

A

An estimate of the standard deviation of returns (relative to the benchmark) that the portfolio might experience in the future if its current structure were to remain unchanged. This measure is derived by quantitative modeling techniques and depends on assumptions including:
• The likely future volatility of individual stocks or markets relative to the benchmark
• Correlations between different stocks and / or markets

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5
Q

2.2. Active money

A

Is the deviation from the benchmark portfolio for a specific position. If all the active money positions are zero, the portfolio is run in a perfectly passively, index-like fashion.
The active money position of a stock does not provide a complete picture of the risk of such a position relative to the benchmark. This is because some stocks are more likely to perform different from the benchmark than others.

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6
Q
  1. Risk budgeting
    This is a process of establishing how much risk should be taken and where is the most efficient to take it.
    With regard to investment risks, the risk budgeting process has 2 parts:
A
  1. Deciding how to allocate the maximum permitted overall risk between total fund active and strategic risk
  2. Allocating the total fund active risk budget across the component portfolios
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7
Q
  1. Risk budgeting
A

The key focus when setting strategic asset allocation is the risk tolerance of stakeholders in the fund. This is the systemic risk they are willing to take to enhance long-term returns.
The key question on active risk is that is it believed that active management generates positive excess returns.
A risk budgeting strategy may free managers to look for alternative investments that might increase the expected return on the portfolio. This is because the total risk of the portfolio must stay below a certain level, thus increased attention is given to low correlation investment.
Allocations to such investments can reduce the overall risk of the portfolio via diversification.

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8
Q

4.1. Pure matching

A

This is structuring the flow of income from assets to coincide exactly with the net outgo from liabilities under all circumstances.
This requires the sensitivity of the timing and amount of both assets and liabilities to be known with certainty and to be identical with respect to all factors.

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9
Q

4.2. Matching in practice

A

Given infinite resources, it will always be possible to meet the outgoings by buying excessive amounts of securities.
In practice, matching is thus the portfolio that is the cheapest and still provides the required certainty of meeting the liabilities.
Unless risk-free zero coupon bonds can be used, it is rarely possible to do pure matching. It may be possible to achieve a level close to this for some life insurance products e.g. guaranteed income bonds.
Also, the relative price of the bonds chosen for the matching may be such as to deter all but the most dogmatic institutions.
For some funds, the term of liabilities and available assets makes it impossible for pure matching.

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10
Q
  1. Actuarial techniques for determining investment strategy – asset-liability models
A

An investor’s objectives will normally be states in terms of both assets and liabilities.
Asset-Liability modeling projects the proceeds of assets and the payment of liabilities at the same time.
This encourages investors to formulate explicit objectives.
These should include:
• Quantifiable and measurable performance targets
• Defined performance horizons and
• Quantified confidence levels
• For a financial institution the objectives might be specified in terms of the results of a future valuation.
In practice, there is likely to be feedback between model output and setting objectives.
The outcome of an investment strategy is examined with the model and compared to investment objectives.
The investment strategy is then adjusted in light of the results obtained, this process is iterative.
The modeling can be deterministic or stochastic.
The success of the strategy is then measured by regular valuations. The results of the valuations will then be compared to that projected by the model. Adjustments will be made to the strategy to control the level of risk accepted by the strategy.

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11
Q

Investors should formulate explicit objectives.

These should include:

A

• Quantifiable and measurable performance targets
• Defined performance horizons and
• Quantified confidence levels
• For a financial institution the objectives might be specified in terms of the results of a future valuation.
In practice, there is likely to be feedback between model output and setting objectives.

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12
Q
  1. Non-actuarial techniques for determining investment strategy
A

Other techniques for establishing a benchmark strategy include:
• Performing a mean-variance optimization without reference to the liabilities.
• Basing asset allocations on market caps.
• Shadowing the strategies of other comparable institutional investors

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13
Q
  1. Liability hedging
A

Liability hedging is where assets are chosen in such a way so that they perform in the same way as the liabilities.

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14
Q

7.2. Approximate liability hedging

A

e.g. immunization
Other familiar forms of hedging include currency matching and consideration of the real or nominal nature of liabilities when selecting asset classes.
These examples only relate to specific characteristics of the liabilities, where liability hedging aims to select assets that perform exactly like the liabilities.

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15
Q

7.3. Full liability hedging

A

E.g. unit-linked, the value of the assets implies the value of the liability. Problem comes when the assets held are not the same as the value of the liability.
If units are allocated and realized be reference to some external fund, then it is likely that the assets held by the fund will not match the liability at any point. Alternatively the information may only become available after some delay, by which time the external fund might have changed.
e.g. if the value of liabilities is linked to some external index – these could be hedged by OTC derivatives to avoid uncertainty of rolling-over short-term exchange traded derivatives.

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16
Q
  1. Immunization
A

PV of assets – PV of liabilities is immune against small changes in interest rates.
The classical theory by Redington, depends on considerable simplification of the practical problem.
It assumes that at any point in time:
• Securities can be obtained to yield a uniform rate of interest whatever the term.
• All the funds are invested in fixed-interest securities, which are either irredeemable or redeemable at a fixed date.

17
Q
  1. Immunization summary
A
  1. PV of assets = PV of Liabilities
  2. Discounted mean term of Assets = DMT of Liabilities
  3. Spread of the DMT around the DMT of the value of assets must exceed that of the liabilities.
18
Q

Limitations of classical immunization theory:

A
  1. Generally aimed at meeting fixed monetary liabilities. Many investors must match real liabilities, the theory can be applied to index-linked liabilities by using index-linked bonds.
  2. Possibility of profits and losses are removed – except for a small second order effect.
  3. Theory relies on small changes in interest rates. The fund may not be protected against large changes.
  4. The theory assumes a flat yield curve and requires the same interest rate change at all durations.
  5. In practice the portfolios must be rearranged constantly to maintain the correct balance of:
    a. Equal DMT
    b. Greater spread of asset proceeds
  6. The theory ignores dealing costs of rearrangement of assets.
  7. Assets of a suitably long DMT may not exist
  8. Timing of asset proceeds and liability outgo may not be known.
19
Q
  1. Mean-variance portfolio theory with liabilities
A

Instead of return on a portfolio of assets at the end of a single period, consider the size of the excess of assets over liabilities (surplus)
Mean-variance portfolio theory can then be applied to minimize the variance of the surplus for a given expected return, treating the liability as a negative asset.
In practice it will be needed to decide how to place values on liabilities & determine the expected values, variance and covariance of liabilities with assets.
One way of doing this is by stochastic asset-liability modeling.

20
Q
  1. Portfolio construction and benchmarking
A

2 conflicting objectives of managing an investment fund:
1. Ensure security
2. Achieve high long-term investment returns
The first encourages a cautious approach, where the assets are chosen to follow a benchmark or target.
The second encourages a mismatch (active positions) to generate higher returns and higher risk.
The investment policy must thus reflect the extent to which the risks of lower stability and security are to be taken on in order to aim for higher returns.

21
Q

The investment policy must thus reflect the extent to which the risks of lower stability and security are to be taken on in order to aim for higher returns.
This will typically involve a 2 stage process:

A
  1. Establish an appropriate asset mix for the fund – strategic benchmark.
    For this, take into account:
    • The nature of liabilities and
    • Any representations about the structure or asset mix of the fund that has been made to investors.
    Strategic or policy risk is the risk of poor performance of the strategic benchmark relative to the value of liabilities.
  2. The strategy can be implemented by selecting one or more investment managers, and a decision on the appropriate level of risk that these managers should take relative to the strategic benchmark.
    Within their guidelines, the investment managers have freedom over stock selection. This is active (or manager or implementation) risk.
22
Q

Structural risk

A

There may be structural risk associated with any mismatch between the aggregate of the portfolio benchmarks and the total fund benchmark. Unless the fund is very small, structural risks can be made very small, particularly if peer group benchmarking is avoided.

23
Q

Overall investment risk

A

This is the sum of the active, strategic and structural risks.