Sensitivity analysis incorporating fuzzy evaluation for scaling constants of multiattribute utility functions

概要

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A multiattribute utility function can be represented by a function of single-attribute utility functions if the decision maker's preference satisfies additive independence or mutually utility independence. Additive independence is a preference condition stronger than mutually utility independence, and the multiattribute utility function is in the additive form if the former condition is satisfied, otherwise it is in the multiplicative form. In this paper, we propose a method for sensitivity analysis of multiattribute utility functions in multiplicative form, taking into account the imprecision of the decision maker's judgment in the procedures for determining scaling constants (attribute weights).

彭際清「華厳念仏三昧論」について-2- (花園大学における第36回(日本印度学仏教学会)学術大会紀要-1-)
彭際清「華厳念仏三昧論」について (駒沢大学における第33回〔日本印度学仏教学会〕学術大会紀要-1-)
「華厳経」に於ける如来の三業について-3- (同朋学園における第32回〔日本印度学仏教学会〕学術大会紀要-1-)
「華厳経」に於ける如来の三業について-2- (竜谷大学における第31回〔日本印度学仏教学会〕学術大会紀要-1-)
華厳経に於ける如来の三業について-1- (立正大学における第30回〔日本印度学仏教学会〕学術大会紀要-1-)