Risk Evaluation Methods Flashcards

1
Q

General

A
  • More data = more accurate parameterisation = easier to set up models (particularly stochastic).
  • Inconsistent data – some parameters may be easier to analyse than others – consider common
  • Het data = different trends may complicate model = scenario analysis may be more appropriate
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2
Q

Scenario analysis Method

A
  • For each group of risks a representative plausible scenario is developed.
  • For each scenario the consequences of the event occurring are calculated.
  • A number of different scenarios may be considered.
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3
Q

Scenario analysis Advantages

A
  • Scenario analysis is useful when a full mathematical model is inappropriate.
  • For the risks being modelled it will be possible to pull together plausible scenarios (including particularly adverse scenarios).
  • Removes risk of using many subjective parameters
  • Easier to communicate than other approaches.
  • Useful for capital assessment review, eg failure of new product
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4
Q

Scenario analysis Disadvantages

A
  • The consequences of scenarios occurring may be more difficult than constructing the scenario.
  • Likelihood of different outcomes is not apparent.
  • Choice of scenarios requires external input, this in turn is critical.
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5
Q

Stress testing Method

A
  • Modelling of extreme changes and scenarios.
  • Will be looking at correlations and volatilities which are observed to simultaneously increase during extreme events.
  • Aim to identify weak areas by looking at effect of different combinations of correlations and volatilities.
  • Key area is constructing appropriate stress test scenarios.
  • Must be able to consider interaction with other parameters (e.g. financial) to check for weaknesses in portfolio.
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6
Q

Stress testing Advantages

A
  • Identifying the key risks to be tested will enable stress testing to show weak areas in the portfolio.
  • Appropriate for extreme, wide-ranging scenarios
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7
Q

Stress testing Disadvantages

A
  • Difficulty in identifying appropriate correlations for other parameters
  • Need to consider sensitivity of portfolio to extreme movements in parameters, which may be difficult to model.
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8
Q

Stochastic modelling Method

A
  • Variables are modelled using probability distributions.
  • Dynamic interaction between variables.
  • The result will be a distribution of outcomes.
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9
Q

Stochastic modelling Advantages

A
  • Shows a distribution of possible outcomes, which provides a more complete picture than other approaches.
  • By only allowing some parameters to vary stochastically it may be possible to focus on the particular risks which are of interest.
  • Allows user to understand likelihood that a guarantee will bite and the financial impact of the guarantee
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10
Q

Stochastic modelling Disadvantages

A
  • Require a probability distribution to be applied to parameters which may be difficult to derive, and will require expert judgement (may be subjective/ arbitrary)
  • Also requires correlation and interaction between parameters to be set up which may present further difficulties.
  • Computationally intensive approach which increases costs.
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