How do you manage to introduce real aspects in your modelling?
I mean, MCDM does not exactly mean filling data in a model and running it. Real aspects of the problem must forcefully be considered. Perhaps the best way is illustrate this by some examples.
1-Precedence. Say that you have two projects A (build a government complex in an island in the middle of a city river), and B (Building a bridge connecting mainland with the island). How do you introduce the fact that to build the complex you first need to build the bridge? That is B > A.
2- A MCDM study calls for selecting either a tunnel, a bridge or cross the river using ferries. You only need one solution, that is, one project with ‘1’ score and the others with ‘0’ scores. How can you model this condition?
3- You are calling an international tender for supplying equipment for a hydro electric power plant. What provisions do you have in your model to allow joint ventures, which is two or more companies submitting together?
4- How do you consider in your modelling that if project C is selected, then project D can’t be selected?
5- How you tackle in your portfolio of projects the fact that there are already projects under different stages of construction, different completion dates, and you want to incorporate new projects? Of course you must indicate the model that projects underway must be finished; how do you model this?
6- In the last case you have a fixed annual budget to spend, however, each project has different annual percentages of completion and that annual budget can’t be surpassed
7 How do you manage to select projects in a portfolio when funds are not enough to execute them all? Say you need 32,457,617 Euros and only have 28,745,892 Euros.
8- - You are building a pulp mill in the north shore of a river, as well as developing crops agriculture, building two dams for water storage for irrigation purposes. You know that villages and towns downstream are arguing that they will receive contamination of from the plant, and more salinization as well as less water. How do you manage to satisfy all parts involved?
9- A multinational operate in farming, that is, different crops, cattle rising, fruit farms and juice concentrate plants in several countries. How do they manage to select which crop to cultivate in each country, how many hectares of each one, where to build the fruit farms and considering that to build the concentrate plants they need first to have fruit available nearby? How do you tackle this multiple scenarios problem?
10- A City Hall wants to execute a five year plan for the city infrastructure including sewage and LED street lighting, social undertakings such as developing community centers for youngster to get kids off the streets and building recreational parks, and similar projects for other areas. The whole plan has a healthy budget that will be handed over from the central government on an annual basis. How do you model your initial decision matrix for making the corresponding selection and be sure that each area receives the amounts of money it needs?
11- A DM delivers a ranking of projects for a City Hall ten years plan. Projects G-A-M-N-B-C-Z-Y are chosen and in this order of importance. The DM submits this plan to the Mayor and he asks ‘Where is project X that I promised to be built during my campaign for office? The DM explains that project X was originally considered but was not selected by the model. The Mayor says ‘I don’t really care what the mathematical model days, I want project X incorporated into the plan’, believe me that this happens and very often. How do you manage to get this project X in the final solution?
12- You have a budget for city infrastructure with money coming from Federal, Regional and Urban sources, each one for different purposes. The plan calls for renovating new bridges, demolishing old ones or building new ones. How do you manage to model this?
13- How do you consider correlation between criteria? Assume that you have determined that under certain conditions criterion ‘Snowfall intensity’ is highly correlated with ‘Speed’. How do you model that?
14- In an oil refinery, you have production, storage and distribution. How do you manage a model in order never run out of storage and never leave clients without oil products? It is relatively easy using linked algebraic equations. However, how do you introduce those equations in your model?
15- Once a MCDM is solved, the DM informs stakeholders which is the solution. How is the DM answer when one stakeholder asks how market share, demand and competition affect the selected alternative when the three of them vary simultaneously, with different positive and negative rates and independently?
16- How do you model a problem with say 245 alternatives and 891 criteria and with many of them related?
17- In an urban road project with three different alternatives, there is a survey amongst people affected by the projects. How do you introduce the statistical data in the initial matrix?
These are real problems and a MCDM method should be able to solve them.
If some practitioner ever found himself in any of these problems I believe that all RG community will be very grateful in knwing how it was solved and usinn which model