Logical Decisions - Classweb

Logical Decisions - Classweb Logical Decisions - Classweb

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In Depth Introduction This section is a more detailed discussion of how you can use multi-objective decision analysis (MODA) to evaluate difficult real-life decisions. First, we will summarize the steps in the decision analysis approach. We then discuss each step in detail along with how to use Logical Decisions (LDW) to carry out the steps. LDW provides a sophisticated method for comparing and ranking alternatives. It lets you use the powerful tools of decision analysis to evaluate complicated alternatives involving uncertainties and seemingly incomparable characteristics. The more familiar you become with the principles of decision analysis and their use in LDW, the more insights you can gain into your decisions by using the software. Decision analysis was developed in the 1960s and 1970s at Stanford, MIT and other major universities (see Bibliography). It is generally considered a branch of the engineering discipline of Operations Research, but also has links to economics, mathematics and psychology. LDW makes it easy to use decision analysis for comparing alternatives. The essence of decision analysis is to break complicated decisions down into small pieces that you can deal with individually and then recombine logically. A key goal of decision analysis is to make a clear distinction between the choices that you can make (the alternatives), the characteristics of the alternatives (quantified by the measures) and the relative desirability of different sets of characteristics (preferences). These distinctions let you clearly separate the objective and subjective parts of your decision. The alternatives and the way they are described using the measures are relatively objective. Even if there are uncertainties in the levels of the measures, it is usually possible to come to an agreement about how to characterize them. Section 9 -- In Depth 9-1

In Depth<br />

Introduction<br />

This section is a more detailed discussion of how you can use<br />

multi-objective decision analysis (MODA) to evaluate difficult<br />

real-life decisions. First, we will summarize the steps in the<br />

decision analysis approach. We then discuss each step in detail<br />

along with how to use <strong>Logical</strong> <strong>Decisions</strong> (LDW) to carry out the<br />

steps.<br />

LDW provides a sophisticated method for comparing and ranking<br />

alternatives. It lets you use the powerful tools of decision<br />

analysis to evaluate complicated alternatives involving<br />

uncertainties and seemingly incomparable characteristics. The<br />

more familiar you become with the principles of decision analysis<br />

and their use in LDW, the more insights you can gain into your<br />

decisions by using the software.<br />

Decision analysis was developed in the 1960s and 1970s at<br />

Stanford, MIT and other major universities (see Bibliography). It<br />

is generally considered a branch of the engineering discipline of<br />

Operations Research, but also has links to economics,<br />

mathematics and psychology. LDW makes it easy to use decision<br />

analysis for comparing alternatives.<br />

The essence of decision analysis is to break complicated decisions<br />

down into small pieces that you can deal with individually and<br />

then recombine logically.<br />

A key goal of decision analysis is to make a clear distinction<br />

between the choices that you can make (the alternatives), the<br />

characteristics of the alternatives (quantified by the measures)<br />

and the relative desirability of different sets of characteristics<br />

(preferences). These distinctions let you clearly separate the<br />

objective and subjective parts of your decision.<br />

The alternatives and the way they are described using the<br />

measures are relatively objective. Even if there are uncertainties<br />

in the levels of the measures, it is usually possible to come to an<br />

agreement about how to characterize them.<br />

Section 9 -- In Depth 9-1

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