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Using Risk Maps

Apr 07, 2018

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    Using Risk Maps to visuallymodel & communicate risk

    Martin NeilAgena Ltd &

    Risk Assessment and Decision Analysis Research Group,

    Department of Computer Science, Queen Mary, University of LondonLondon, UK

    Web: www.agenarisk.com

    Email: [email protected]

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    Contents

    Problems with current approaches

    Risk Maps as Solution

    Risk Map Toolkit Risk Mapping for Enterprise Risk

    Risk Map Applications

    Final Remarks

    All Examples shown using AgenaRisk software

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    Problems with current

    approaches

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    Risk Register

    There are tight budget constraints

    The project overruns its schedule

    The companys reputation is damagedexternally by publicity about poor final system

    The customer refuses to pay

    The delivered system has many faults The requirements are especially complex

    The development staff are incompetent

    Key staff leave the project

    The staff are poorly motivated

    Generally cannot recruit good staff becauseof location

    There is a major terrorist attack

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    Risk Heat Maps and Profiles

    Risk = Likelihood x Impact

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    Spreadsheets

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    Expert Judgement I Assume

    On the one hand. Obvious risk of being wrong

    Dangerous if unverified, checked or agreed

    Political

    On the other hand. Absolutely necessary

    Unavoidable

    We employ people for a reason!

    Model Risk: If you want to analyse riskyou are going to have to take them.

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    How good are people

    at estimating risk?

    Evidence from psychology is worrying! Availability of more recent cases

    Emphasis on easier to remember dramatic events

    Large single consequence often outweighs

    multiple small consequences Framing Problem: Answer you get depends how

    you ask the question!

    What is the chance of disease?

    Vs

    Given positive test result what is the chance of disease?

    Vs

    Chance of disease given test positive?

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    If you cannot trust people

    can you trust the data?

    Statistical validity restricted to controlled

    experiments

    Data sets must represent homogeneous

    samples and correlations clear

    High correlation between shoe size and IQ!

    Do you even have the data?

    New business ventures?

    Rare events?

    The lure of objective irrationality

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    Combining Subjective and

    Objective information Casino 1 Honest Joes.

    You visit a reputable casino at midnight in a good neighbourhood

    in a city you know well. When there you see various civic

    dignitaries (judges etc.). You decide to play a dice game where

    you win if the die comes up six. What is the probability of a six?

    Casino 2 Shady Sams.

    More than a few drinks later the Casino closes forcing you to

    gamble elsewhere. You know the only place open is Shady

    Sams but you have never been. The doormen give you a hardtime, there are prostitutes at the bar and hustlers all around. Yet

    you decide to play the same dice game.

    What is the probability of a six?

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    Risk Maps as a Solution

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    Assessing Risk of Road Fatalities:

    Nave Approach

    Season Colder months

    Number ofFatalities

    Fewer fatalities

    A i Ri k f R d

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    Assessing Risk of Road

    Fatalities: Causal model

    Season

    Weather

    Average

    speed

    Danger

    level

    Road

    Conditions

    Number of

    Fatalities

    Number

    of journeys

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    Rev Thomas Bayes

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    Bayes Theorem

    A: Person has cancer p(A) = 0.1 (priors)B: Person is smoker p(B) = 0.5

    What is p(A | B)? (posterior)

    p(B | A) = 0.8 (likelihood)

    Prior probabilityLikelihoodPosterior probability

    So p(A|B)=0.16

    =

    ( | ) ( )( | ) ( )

    p B A p A p A B p B

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    Decomposing (Exposing) Risk

    Measure Standard Definition:

    Is this decomposition enough?

    Expose the assumptions!

    What is the context driving the numbers?

    Whos risk is it?

    Is it a risk to me?

    Is it really a risk?

    An indicator of a risk?

    A mitigant..?

    Risk = Impact x Probability

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    Causal Framework for Risk

    Replace oversimplistic measure of riskwith a causal approach

    Characterise risk by event chain involving:

    The risk itself (at least) One consequence event

    One or more trigger events

    One or more mitigant events Context tells a story and depends on

    perspective

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    Town Flood Example

    Risk Event

    Trigger Control

    Mitigant

    Consequence

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    Calculation of Town Flood Risk

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    Flood Example Homeowners

    Perspective

    Risk Event

    Trigger Control

    Mitigant

    Consequence

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    Calculation of Home Flood Risk

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    4 Steps to define a risk map

    1. Consider set of events from given

    perspective

    2. For each event identify triggers and

    controls

    3. For each event identify consquences and

    mitigants

    4. Define probabilities for risk nodes

    C

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    Connecting Risk Maps using

    Building Blocks

    Connect risk mapsvia input/output risk

    nodes

    Create complex time

    based or complex

    structural models

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    Benefits

    A picture tells a thousand words

    Explicitly quantifies uncertainty

    Connecting models connects

    perspectives

    Dynamic calculation of risk values

    Great for what if analysis

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    Risk Map Toolkit

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    Sophistication Spectrum

    Causal

    modelling

    Simulation

    Statistical

    Learning

    from data

    Mind

    Mapping

    Expert

    Systems

    Dynamic

    Modelling

    Accessible

    And

    Simple

    Expert led

    And

    Difficult

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    Risk Map

    Nodes represent

    variables

    events

    quantities

    Links representrelationships

    relevance

    causality

    Easy to supportand understand

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    Measuring Scales

    Risk Node Types

    Boolean (Yes/No, True/False)

    Labelled (Red, Blue, Green)

    Numeric (Integer, Continuous, Discrete)

    Ranked (High, Medium, Low)

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    Discrete Probabilities

    Prior probabilities

    Conditional Probabilities

    Result viewed as marginal probability distribution

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    Continuous Probabilities by Simulation

    Model Statistical Distributions E.g. Normal

    2 2( ) /(2 )1( )

    2

    x p X e

    m s

    s p

    - -

    =

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    Simulation Model

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    Backwards Reasoning

    Estimate causesfrom effects!

    Useful way to

    model uncertain

    indicators

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    Statistical Learning

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    Risk Mapping for

    Enterprise Risk

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    Key RCSA* Questions

    What risks can occur?

    Can they occur in my process?

    How rare are they?

    How reliable are our controls? How good is our internal and external data?

    What is likely level of losses?

    What is worst case scenario?

    How can we improve?

    What should we improve?

    Agena Ltd 2005

    * RCSA = Risk Control Self Assessment

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    Assessing Enterprise Risk

    Blend qualitative information with quantitative loss data COSO/CRSA style risk and business assessment

    Self assessment data to predict process reliability inquantitative terms

    Measure and combine: Process, Task reliability

    Risks to reliability

    Action plans

    Issues

    Used to forecast VaR, ROI, capital charge, insurancelevels.

    Agena Ltd 2005

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    Risk Map for RCSA

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    Risk Map Applications

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    Risky Applications

    Aircraft Mid air

    collision

    Software defects

    Systems reliability Warranty return rates

    of electronic parts

    Operational risk infinancial institutions

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    Aircraft Mid Air Collision Prediction

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    N t St

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    Next Steps

    www.agenarisk.com

    To build a risk map download and enjoy a FREE

    Evaluation copy of AgenaRisk visit: