Methods of selecting the optimal projects
- Constrained Optimization Project selection methods are used for large projects. These are techniques based on mathematical models. The Constrained Optimization techniques are -
- Linear Programming
- Non-Linear Programming
- Integer Algorithm
- Dynamic Programming
- Multi-objective Programming
- Expected monetary value of a project (or expected value) is equal to
probability impact
. So if probability of a project's success is 20% and revenue earned if successful is $100000, then the net value of the project will be $20,000. A project with higher net value should be selected when performing project selection.
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