The choice of an aggregation function is a common problem in multi-att
ribute decision making (MADM) systems. The Method of Imprecision (MOI)
is a formal theory for the manipulation of preliminary design informa
tion that represents preferences among design alternatives with the ma
thematics of fuzzy sets. The MOI formulates the preliminary design pro
blem as a MADM problem. To date, two aggregation functions have been d
eveloped for the MOI, one representing a compensating strategy and one
a non-compensating strategy. Much of the prior fuzzy sets research on
aggregation functions has been inappropriate for application to engin
eering design. In this paper, the selection of an aggregation function
for MADM schemes is discussed within the context of the MOI. The gene
ral restrictions on design-appropriate aggregation functions are outli
ned, and a family of functions, modeling a range of trade-off strategi
es, is presented. The results are illustrated with an example. (C) 199
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