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CS 589 Information Risk Management

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Start with systematic, modeling-based framework for assessing alternatives when risks are known ... on criteria dimensions is key and another modeling issue ... – PowerPoint PPT presentation

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Title: CS 589 Information Risk Management


1
CS 589Information Risk Management
  • 23 January 2007

2
Todays Discussion
  • Start with risk
  • Discuss types of information risk
  • Start with systematic, modeling-based framework
    for assessing alternatives when risks are known
  • Continue with the hard part specification of
    risk when risks are unknown

3
Next Week
  • Discuss specification of risks using probability
    distributions
  • Discuss incorporation of this information into a
    decision tree
  • Discuss ways to apply these techniques to
    Information Risk scenarios

4
After Next Week
  • Discuss the Expected Utility decision criterion
  • Discuss Multiple Objectives and Expected Value
    and Expected Utility
  • Discuss Applications in Information Risk Analysis
    and Management

5
References for Today
  • Clemen, R. L. and T. Reilly, Making Hard
    Decisions. Duxbury, 2001.
  • Gaffney Jr., J. E., J. W. Ulvila, Evaluation of
    Intrusion Detectors A Decision Theory
    Approach, Proceedings of the IEEE Symposium on
    Security and Privacy. 2001.

6
Risk
  • ???
  • Chance of something bad happening?
  • Having something bad happen?
  • Anything else?

7
Risk
  • The probability of an event occurring combined
    with the consequences of that event
  • Just about everything is risky
  • How do we actually measure risk?

8
Risk vs Uncertainty
  • Uncertainty
  • We dont know what the key variables are
  • We dont know how they relate to alternatives
  • Risk
  • Specify probability distributions
  • Connect them with alternatives
  • One goal Uncertainty ? Risk via Modeling

9
Thinking About Risk
  • Probabilities and Outcomes
  • Which is riskier?
  • Living near a large power generation station
  • International flight
  • Driving to Albuquerque
  • We have to define factors, events, outcomes, and
    associated probabilities

10
Dealing with Risk
  • Define Risk
  • Assess Risk
  • Define Alternatives for Handling the Risk
  • Evaluate Alternatives
  • Evaluate your Evaluation Model
  • Sensitivity Analysis
  • Implementation

11
Evaluation
  • Choosing among Alternatives
  • Should be Evaluated on the same dimension(s)
  • Expected Value
  • Expected Utility
  • Value at Risk (VAR)
  • Multiple criteria
  • Measurement of Alternatives on criteria
    dimensions is key and another modeling issue

12
Sensitivity Analysis
  • Checking on the evaluation of each alternative by
    varying individual variables
  • Find the variable(s) that have the largest
    impact(s) on the ordering of alternatives
  • Goal robust solutions

13
Visual Representation
  • Influence Diagrams
  • Connect factors, events
  • Help us define risks
  • Decomposition
  • Decision Trees
  • Ordering of decisions, risky events
  • Easy to see and present and solve

14
Visual Representations
  • Squares denote Decisions
  • Circles denote Risks
  • Influence Diagrams arcs connect decision and
    risk (aka chance) nodes
  • Decision Trees decision and chance nodes are
    sequentially ordered from left to right

15
A Very Simple Example
  • Coin Flip Game
  • Decisions Play/No Play
  • Risks Heads/Tails
  • Outcomes Must be Specified

16
Coin Flip Game Decision Tree With 0 Outcomes
17
If All Outcomes are 0
  • We are Indifferent between Play and No Play based
    on the Expected Value criterion
  • We Prefer Play to No Play if
  • E(Play) gt E(No Play)
  • Which means that the sum of the outcomes (if we
    have a fair coin) must be positive
  • Generally, Play if

18
What if we can play twice?
  • Sequential decision we see the result of the
    first coin flip, and decide to continue
  • This leads to the notion of Strategies we can
    make a plan contingent upon resolution of risks
    that are resolved between decision nodes
  • Everything is still based on Expected Value

19
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20
Suppose
  • O(H) 10, O(T) -7
  • p(H) p(T) .5 (Fair coin)
  • We can easily see that we would choose to Play in
    the one-game case
  • What about the 2-game case?

21
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22
Strategy
  • Its pretty simple keep playing
  • Would you really do this?
  • Do you believe this?
  • Why or why not??

23
Simple Example
  • Suppose we are assessing two alternative
    intrusion detection systems.
  • Whats the problem?
  • What are the key risks for this decision?
  • What are the decisions?
  • What are the outcomes?
  • How would we measure the outcomes?
  • What is the decision criterion?

24
Key Point
  • The optimal choice will be the one that is
    associated with the best expected criterion value
    such as expected total cost
  • This will be determined by how we define the
    outcomes in terms of total costs and
    probabilities
  • When we roll back a decision tree, we assume that
    the downstream decision is the best one

25
Expected Value
  • Random Variable with possible discrete
  • outcomes

26
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27
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28
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29
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30
What do we need to know?
  • Probabilities
  • P(DetectionAn Intrusion) ?? P(DI)
  • Associated Info
  • P(I)
  • And, finally, P(ID)
  • Outcomes
  • Individually, these will not be stochastic for
    now
  • They will still lead to an expectation for each
    decision node

31
Conditional Probability
  • P(DI) and P(D Not I)
  • P(Not DI) and P(Not DNot I)
  • Where would we get this information?
  • What about P(I)?

32
Bayes Rule Simple Version
33
Interpretation
  • Two types of Accuracy
  • Two types of Error

34
Solving the Tree
  • Establish the Outcomes
  • Compute the Probabilities the conditionals on
    the endpoints and others
  • Find Expected Values and roll back the tree

35
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36
Sensitivity Analysis
  • What are the strategies given the numbers we used
    in the example?
  • What are the key variables?
  • How would we assess the base-case outcome of this
    example?

37
Different Conditional Information
  • What if we dont know P(DI)?
  • We can flip the tree according to what we do know
  • Outcomes should remain the same
  • And the decision should remain the same

38
Another Way Info Dependent
39
Modeling
  • Decisions, chance events
  • Probability distributions for chance events
  • Lack of data ? Bayesian methods
  • Expert(s)
  • Lots of data ? Distribution model(s)
  • Outcomes
  • Financial, if possible
  • Multiple measures/criteria/attributes

40
Decision Situation
  • In the context of Firm or Organization Goals,
    Objectives, Strategies
  • A complete understanding should lead to a 1-2
    sentence Problem Definition
  • Could be risk-centered
  • Could be oriented toward larger info issues
  • Problem Definition should drive the selection of
    Alternatives and, to some degree, how they are
    evaluated

41
Information Business Issues
  • Integrity and reliability of information stored
    and used in systems
  • Preserve privacy and confidentiality
  • Enhance availability of other information systems

42
Risk Management
  • Process of defining and measuring or assessing
    risk and developing strategies to mitigate or
    minimize the risk
  • Defining and assessing
  • Data driven
  • Other sources
  • Developing strategies
  • Done in context of objectives, goals
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