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MENTAL MODEL · M8313

Variable Weight Comprehensive Evaluation

Variable Weight Comprehensive Evaluation
DecidemediumDecision Science
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Updated 2026-08-11

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INTRODUCTION

English translation pending.

CORE DEFINITION

Variable weight comprehensive evaluation is a technique in multi-criteria decision analysis, developed mainly in Chinese systems engineering and safety-assessment research, and related to the barrel principle that the weakest dimension limits the whole. Its core proposition is that fixed weights let a severe weakness be offset by strength elsewhere, so weights should rise for indicators whose measured values are extreme. The key qualification is that the weighting function must be designed and calibrated, since a poorly shaped function produces unstable weights that swing with small changes in the data.

SCAFFOLDING EFFECT

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- Use indicator set: define the evaluation criteria and assign their baseline weights. - Use state function: specify how a weight rises as an indicator value worsens. - Use sensitivity compare: run the same case under fixed weights and see what changes.

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A weighted average is compensatory: a good score on one criterion can pull the total up enough to hide a failing score on another. That suits criteria that substitute for one another, but not dimensions that are hard requirements, as in safety. Making the weight depend on the observed value removes the compensation where it matters, because a poor score lowers its term and increases its influence. The mechanism encodes a judgment about which dimensions cannot be traded, so the weighting function carries the policy rather than the arithmetic.

MINIMUM ACTION

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Source support: Explicit

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    openalex.orghttps://openalex.org/W2373279711ZH · Explicit
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