Chapter18-Modelling Flashcards
Framework
1 Definition of a model
2 Balanced model
3 Model vs formula
4 Obtaining a model and decision process (FENCED)
5 Operational issues when designing a model (SCARCER FILES)
6 Factors to consider in setting a time period for a model
7 Deterministic vs stochastic models
8 Dynamic model
9 Steps in a deterministic model
10 Additional steps in a stochastic model
11 Model points
12 Instances where model points are inappropriate
13 Discount rate in a model
14 Assessing statistical risk
15 Using a model to set premiums
16 Model points don’t all need to be profitable
17 Unmarketable premiums reconsideration
18 Factor in setting premiums (besides profitability and marketability)
19 Assessing capital requirements and return on capital
19 Using models for risk management
20 Suitability of stochastic models for modelling guarantees
21 Variability is not completed modelled in a stochastic model
22 Model error and parameter error
23 Allowing for a risk in a model
Operational issues when designing a model
Simple but retains key features
Clear results
Adequately documented
Range of implementation methods
Communicable workings and output
Easy to understand
Refineable and developable
Frequency of cashflows (balance accuracy vs practicality)
Independent verification of outputs
Length of run not too long
Expense not too high
Sensible joint behaviour of variable
Deterministic vs stochastic models
Deterministic models
Quicker, cheaper and easier to design, build and run
Clearer what scenarios have been tested
Results are easier to explain to a non-technical audience
Stochastic models
Allow naturally for the uncertainty of outcomes
Enable better modelling of the correlations between variables
Test a wider range of scenarios
Good at identifying extreme outcomes, which may not have been thought of under a deterministic scenario
Important in assessing the impact of financial guarantees
Steps in a deterministic model (9)
Specify the purpose of the investigation
Collect, group and modify data
Choose the form of the model and its parameters / variables
Ascribe values to those parameters using past experience / estimation
Construct a model based on expected cashflows
Test the model and correct if necessary
Check goodness of fit against past data, modify fit if poor
Run using estimates of future values of variables
Sensitivity test (and maybe scenario test) using different parameter values
Additional steps in a stochastic model
- Choose a density function for each stochastic variable
- Specify correlations between variables
- Run model many times using a random sample from the chosen density function
- Produce a summary of results – a distribution (eg summarised at various confidence levels