Transcript Variables
Resource Allocation
and
Negotiation Problems
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Resource allocation models
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Variables are areas to which resources
might be directed
–e.g. products, projects, regions or
departments
A package is a combination of strategies
–containing one strategy for each
variable
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Stages in building a resource allocation
model
1. Identify variables, resources to be directed
and objectives
2. Identify possible strategies available for
each variable
3. For each variable assess costs and benefits
of each strategy
(continued...
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Stages in building a resource allocation
model (contd)
4. Assess within-criterion weights so that each
benefit can be measured on a common scale
5. Assess across-criteria weights to compare
‘importance’ of different benefits
6. Propose a package that appears to achieve
objectives
(continued...
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Stages in building a resource allocation
model (contd)
7. Use a computer to identify costs and
benefits of all packages and the efficient
frontier
8. Use the computer to find if there are more
efficient packages than the proposed
package
9. Perform sensitivity analysis
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English Furniture Company
Region No. of Comments
outlets
North
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30% of national sales
here, but economically
depressed
West
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Stiff competition
East
South
2
Potential growth area
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Planning restrictions
on new outlets
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Planning strategy for next 5 years
Variables = 4 regions
Resource to be assigned = money
Objectives:
1. Sustain profitability in short term
(PROFIT)
2. Increase market share (MKT SHARE)
3. Minimize risk (RISK)
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Identifying strategies for each region
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Costs and benefits of strategies in individual regions
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Comparison of East & West’s scales for market share
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Within-criterion weights: Profit
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Within-criterion weights: Market share
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Within-criterion weights: Risk
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Value of strategies with benefits measured on common scale
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Across-criteria weights
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Identifying the efficient frontier
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Investigating costs and benefits in the
West region
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Investigating costs and benefits in the
East region
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Investigating costs and benefits in the
South region
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Negotiation models
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Characteristics of negotiation
problems
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No. of parties: two or more than two?
Monolithic or non-monolithic parties?
No. of issues: one or more than one?
Time constraints?
Final agreement binding?
Third party intervention possible?
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• We consider negotiations involving
-two parties
-several issues
Objective: To find deals which are beneficial
to both parties
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Illustrative problem
• Management v. Union negotiations
• Union demand:
* 15% pay rise
* 3 extra days’ holiday per year
* reinstatement of workers sacked after
breach of regulations
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Efficient frontier
If a deal is on the efficient frontier any
improvement for one party can only be
achieved at the expense of the other party
This is known as Pareto optimality
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Values and weights for pay rise
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Values and weights for holidays
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Values and weights for reinstatement
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Value of tentative deal to management and
union
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Identifying the efficient frontier
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Reported advantages of applying decision
analysis to negotiations
• Creative attitude in negotiations
• Negotiators could prepare in advance and
anticipate position of other party
• Clearer understanding of problem and increased
flexibility
• Improved communication within negotiation team
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