Chapter 16: Asset-liability management Flashcards

1
Q

What do the principles of investments state ?

A
  • Investments should be chosen that are appropriate for liabilities (Nature, term, currency and level of uncertainty) and reflect the risk appetite of the investor
  • Subject to the above, investments should be chosen to maximise returns (overall return includes both income and capital)
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2
Q

Optimal matched position

A

Satisfies the provider’s required degree of certianty in
* meeting the liabilities for the least cost,
* taking into account regulatory requirements and other investment objectives

Difficult considering the uncertainties in both assets and liabilities

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3
Q

Net liability outgo

A

expenses outgo
+
Benefits payment (liabilty)
-
Premiums (Contribution income)

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4
Q

Types of benefit payments

A
  • Guaranteed in monetary terms
  • Guaranteed in real terms (index linked)
  • Investment linked
  • Discretionary
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5
Q

Types of premium payments

A
  • Fixed in monetary terms
  • Increase in line with an index
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6
Q

Matching liabilities guaranteed in money terms

A

Pure matching
* Invest in assets that meet the liability outgo.
* In timing and amount

Aproximate matching
* Impossible to find assets that exactluy match
* Invest in high quality fixed interest bonds that match the expected term. Might not be possible to match the timing
* Deriviatives could be used but usually expenses and exact matching might not be possible.

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7
Q

Matching liabilities guaranteed in terms of a price index or similar

A
  • Likely to be index-linked securities
  • In their absence, a substitute would be assets that are expected to provide real returns
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8
Q

Matching liabilities that are discretionary

A
  • Persue the highest expected return, subject to the risk appetite of the provider and the client
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9
Q

Matching investment linked liabilities

A
  • Invest in the assets that are in the same assets used to determine benefits
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10
Q

What influences a provider’s decision on the balance between risk and return

A
  • Free assets
  • Regulatory requirments
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11
Q

Deterministic approach to calculate mismatching or resilience reserve

A
  • Assets are selected to match the liabilities exactly.
  • Specified time zero changes in the value of these assets and in economic factors such as interest rates are assumed , and the value of assets and liabbilities are calculated
  • Difference is then reserved 2
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12
Q

Stochastic approach to determining the mismatching reserve

A
  • Similar to risk-based capital requirement against market risk.
  • Involves running a stochastic simulation of the markets in which funds are invested using an economic scenario generator
  • The capital required to prevent insolvency at any probability level is determined by inspecting the tails of the output from the stochastic simulations
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13
Q

Constraints to using free assets to support a mismatching strategy

A

Free assets could be used for expansion or other investments

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14
Q

Some controls controls that could be implemented to limit what a provider may be able to do in terms of investment

A
  • Restrictions on the types of assets that a provider can invest in
  • Restrictions on the amount of any particular type of asset that can be taken into account for the purpose of demonstrating solvency
  • A requirement to match assets and liabilities by currency
  • Restrictions on the maximum exposure to a single counterparty
  • Custodianship of the assets
  • Arequirement to hold a certain proportion of the total assets in a particular class.
  • A requirement to hold a mismatching reserve
  • Alimit on the extent to which mismatching is allowed at all
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15
Q

Pure matching

A

Choosing assets that coincide with liability cashflow exactly

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16
Q

Liability hedging

A

Assets are chosen as to behave in a similar way to liabilities

17
Q

Types of liability hedging - with explanations

A

Approximate liability hedging - When hedging liabilities w.r.t all factors is not possible, hedge with respect to specific factors

Full liability hedging - Hedging with respect to all factors - possible for unit linked liabilities

18
Q

Immunisation

A

The investment of assets in such a way that the present value of the assets less the liabilities is immune to a general small change in the interest rate

19
Q

Duration

A

Weighted-average of the time to payment, weighted by the present value of the cashflows

20
Q

Convexitvity

A

Sensitivity of the volatility of the cashflow to changes in the interest rate

21
Q

Volatility

A

Duration/(1+i)

22
Q

Conditions for immunisation

A
  • PV of assets equal PV liabilities
  • Durations of assets and liabilities are equal
  • Convexivity of assets (spread) > convexivity of liabilities
23
Q

Limitations of classical immunisation theory

A
  • Typically aimed at liabilities fixed in monetary terms
  • Possibility of mismatching profits as well as losses is removed apart from a small second order effect
  • Theory applies to small changes in interest rates
  • Theory assumes a flat yield curve and requires the same change in interest rates at all terms
  • In practice the portfolio must be rearranged constantly to maintain the correct balance of: equal durations and greater spread of asset proceeds
    The theory also ignored dealing costs
  • Assets of a suitably long discounted mean term may not exist
  • The timing of asset proceeds and liability outgo may not be known.