meljun cortes -operations management 5th-5a lecture (decision theory)
TRANSCRIPT
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8/9/2019 MELJUN CORTES -Operations Management 5th-5a Lecture (DECISION THEORY)
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5s-1 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,
MBA,MPA,BSCS,ACS
Operations Management
MELJUNELJUN
MELJUN CORTES,BSCS,ACS
Department of ICT
Faculty of Information
Technology
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5s-2 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,
MBA,MPA,BSCS,ACS
H
APTER
5s
Decision Theory
MELJUNELJUN
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5s-3 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,
MBA,MPA,BSCS,ACS
Decision Theoryrepresents a generalapproach to decision making which is suitable for a
wide range of operations management decisions,
including:
product and
service design
product and
service design
equipmentselectionlocationplanning
Decision TheoryDecision Theory
Capacity
planning
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5s-4 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,
MBA,MPA,BSCS,ACS
A set of possible future conditions exists thatwill have a bearing on the results of thedecision
A list of alternatives for the manager tochoose from
A known payoff for each alternative under
each possible future condition
Decision Theory ElementsDecision Theory Elements
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5s-5 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,
MBA,MPA,BSCS,ACS
Identify possible future conditions calledstates of nature
Develop a list of possible alternatives, one
of which may be to do nothing
Determine thepayoffassociated with each
alternative for every future condition
Decision Theory ProcessDecision Theory Process
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5s-6 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,
MBA,MPA,BSCS,ACS
If possible, determine the likelihood of eachpossible future condition
Evaluate alternatives according to some
decision criterion and select the bestalternative
Decision Theory Process (Contd)Decision Theory Process (Contd)
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5s-7 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,MBA,MPA,BSCS,ACS
Bounded RationalityThe limitations on decision
making caused by costs,
human abilities, time, technology,and availability of information
Causes of Poor DecisionsCauses of Poor Decisions
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5s-8 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,MBA,MPA,BSCS,ACS
Suboptimization
The result of different
departments each
attempting to reach a
solution that is
optimum for that
department
Causes of Poor Decisions (Contd)Causes of Poor Decisions (Contd)
5 9 ME JUN CORTES
MBA MPA BSCS ACS
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5s-9 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,MBA,MPA,BSCS,ACS
Certainty - Environment in whichrelevant parameters have knownvalues
Risk - Environment in which certainfuture events have probableoutcomes
Uncertainty - Environment in which
it is impossible to assess thelikelihood of various future events
Decision EnvironmentsDecision Environments
5 10 CO S SCS CSMELJUN CORTES
MBA MPA BSCS ACS
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5s-10 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,MBA,MPA,BSCS,ACS
Maximin - Choose the alternative with the best of the worstpossible payoffs
Maximax - Choose the alternative with the best possible payoff
Laplace - Choose the alternative with the best average payoff of
any of the alternatives
Minimax Regret- Choose the alternative that has the least of theworst regrets
Decision Making under UncertaintyDecision Making under Uncertainty
5 11 MELJUN CORTES MBA MPA BSCS ACSMELJUN CORTES
MBA MPA BSCS ACS
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Format of a Decision TreeFormat of a Decision Tree
Stateof
nature1
B
Payoff 1
Stateofnature2
Payoff2
Payoff 3
2
ChooseA1
ChooseA2
Payoff 6Stateofnature2
2
Payoff 4
Payoff 5
ChooseA3
ChooseA4
Stateofn
ature1
Cho
oseA
Ch
ooseA2
1
Decision Point
Chance Event
Figure 5S.1
5 12 MELJUN CORTES MBA MPA BSCS ACSMELJUN CORTES
MBA MPA BSCS ACS
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Expected Value of Perfect InformationExpected Value of Perfect Information
Expected value of perfect information:thedifference between the expected payoff under
certainty and the expected payoff under risk
Expected value of
perfect information
Expected payoff
under certainty
Expected payoff
under risk=-
5s 13 MELJUN CORTES MBA MPA BSCS ACSMELJUN CORTES
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5s-13 MELJUN CORTES,MBA,MPA,BSCS,ACSMELJUN CORTES,MBA,MPA,BSCS,ACS
Sensitivity AnalysisSensitivity Analysis
16
14
12
108
6
4
20
16
14
12
108
6
4
20
A
B
C
A bestC bestB best
#1 Payoff #2 Payoff
Sensitivity analysis: determine the range ofprobability for which an alternative has the bestexpected payoff
Example S-8
5s 14 MELJUN CORTES MBA MPA BSCS ACSMELJUN CORTES
MBA MPA BSCS ACS
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Solved Problem 5Solved Problem 5