Incorporating Risk in Strategic Decision Making Processes

Incorporating Risk in Strategic
Decision Making Processes
S T R A T E G I C
INFORMATION
CONSULTANTS
Donna Hill
Prudence Thompson
Emma Smith
Dr John Henstridge
Data Analysis Australia
Overview
Uncertainty of predicted values
Ignored in many instances
Equates to risk in many instances
Case studies
Agricultural investment company
 Modelling uncertainty in expected value of a
crop
Improvement strategies
 Reviewed client’s modelling of risk
Simulation approach to estimate uncertainty
STRATEGIC
INFORMATION
CONSULTANTS.
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Page 2
Uncertainty
Provide clients with an
estimated or predicted value
Based on models
Based on survey results
Based on simulations
Uncertainty of that value
We can explain that there is uncertainty
We can quantify the uncertainty
STRATEGIC
INFORMATION
CONSULTANTS.
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Page 3
Case 1 – The Problem
Agricultural investment
company
Can estimate expected yield
 Historic data
Can get predictions of price
 Forward pricing on stock market
Hence can get predictions of value
 Yield times price
Investor return based on crop value and fees
charged
What fees should be charged?
Need to use uncertainty in predicted values
STRATEGIC
INFORMATION
CONSULTANTS.
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Page 4
Case 1 – Our Approach
Understand the distributions
 Of historic yield data
 At farmer level
 At shire level
 At state level
 Of pricing data
 Forward prices
 What the market thinks the grain is going to be worth
 Final prices
 What the grain actually sold for
STRATEGIC
INFORMATION
CONSULTANTS.
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Page 5
0.7
Historic Yield Distributions
0.4
0.3
0.0
0.1
0.2
Density
0.5
0.6
2001
2002
2003
2004
2005
2006
2007
2008
0
STRATEGIC
INFORMATION
CONSULTANTS.
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1
2
3
Yield (g/t)
4
5
6
Page 6
300
250
150
200
Final Price ($)
350
400
Historic Pricing Data
50
100
150
200
250
300
350
Forward Price ($)
STRATEGIC
INFORMATION
CONSULTANTS.
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Page 7
0.010
Forward Price
Final Price
0.000
0.005
Density
0.015
Historic Pricing Distributions
100
STRATEGIC
INFORMATION
CONSULTANTS.
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150
200
Price ($)
250
Page 8
Case 1 – Our Approach (cont.)
Appropriately combine models for
yield and pricing
 Leads to understanding of the distribution of crop values
Obtain predictions for crop value
 And uncertainty
Calculate the distribution for investor
return
 For a given fee structure
Expected value and probability of
achieving a particular investor return
 Customise fee structure to give high probability of
achieving desired return
STRATEGIC
INFORMATION
CONSULTANTS.
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Case 1 – The Result
Provided client with modelling
tool
User sets desired investor return
User sets desired probability of achieving this
Tool models distributions at farmer level
Tool sets appropriate costs at farmer level
 Distribution of returns for an individual
 To obtain a portfolio level return
Client can test different
scenarios
STRATEGIC
INFORMATION
CONSULTANTS.
By changing many of the inputs
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Page 10
Case 2 – The Problem
Client wanted to implement a
set of improvement strategies
Needed to model the impact
Predict benefits
Incorporating and combining uncertainty of
each strategy
Justify expenditure
Monte Carlo approach
Wanted Data Analysis Australia to review
methodology and results
STRATEGIC
INFORMATION
CONSULTANTS.
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Page 11
Case 2 – The Review
Identify major areas of
uncertainty
Four areas
Review model assumptions
Assumes a triangular probability density
function for each improvement strategy
STRATEGIC
INFORMATION
CONSULTANTS.
worst case
scenario
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most likely
scenario
best case
scenario
Page 12
Case 2 – The Result
Suggested a simpler, more
transparent approach
Sum means and variances
Same results as Monte Carlo approach
Recommended an approach to
evaluate future improvement
strategies
Expand on the Monte Carlo approach
Include other areas of uncertainty
Incorporate different distributions
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INFORMATION
CONSULTANTS.
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Page 13
Case 3 – The Problem
 Client needed to determine appropriate
pricing structure for future contracts
 Client’s costs affected by overall peak demand for their product
 Higher demand means higher costs to meet that demand
 Customer’s contract based on how much their usage is
expected to add to overall peak
 Key questions
 What will the overall peak demand be?
 Can model this based on historic data
 How much will a customer contribute to that peak?
 Use last year’s data for that customer to predict
 What if last year’s data was ‘unusual’?
 Usage often influenced by weather
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INFORMATION
CONSULTANTS.
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Page 14
35
30
25
15
20
Maximum Temp
40
45
Historic Temperature Data
0
STRATEGIC
INFORMATION
CONSULTANTS.
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20
40
Index
60
80
Page 15
0.08
Historic Temperature Distributions
0.04
0.00
0.02
Density
0.06
2002
2003
2004
2005
2006
2007
2008
2009
15
STRATEGIC
INFORMATION
CONSULTANTS.
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20
25
30
35
Maximum Temp
40
45
50
Page 16
Case 3 – Our Approach
Modelling and simulation approach
 Model overall demand
 Several years’ data available
 Model individual customer usage
 Only one year’s data available
Obtain historic weather data
 Over many years
For each year of weather data
 Calculate fitted values for overall demand
 Determine peaks for each year
 Calculate fitted values for customer usage
 At the peak times for each year
Distribution for each customer
STRATEGIC
INFORMATION
CONSULTANTS.
 Variation in contribution to peaks
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Page 17
Case 3 – The Result
Analysed results by customer
group
Many had high variability in demand
High risk in using a single year’s data for
setting contract prices
Allowed client to understand
customer groups better
Develop strategies to set more appropriate
pricing for future contracts
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INFORMATION
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Page 18
Summary
Clients do care about
uncertainty
They realise it represents risk
They want to incorporate it into
their decision making
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INFORMATION
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Page 19
Thank You
Donna Hill
S T R A T E G I C
INFORMATION
CONSULTANTS
[email protected]
www.daa.com.au
(08) 9386 3304