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Weight Subjective
SIWEC - Simple Weight Calculation
Direct expert scoring with dispersion-weighted aggregation; no pairwise comparison or criterion ranking required.
Puška, A., Nedeljković, M., Pamučar, D., Božanić, D., Simić, V.2024doi:10.1016/j.mex.2024.102930 ↗
Overview
Higher w_j = more important criterion. SIWEC advantage: experts do not need to rank or compare criteria pairwise - direct scoring suffices. The standard deviation σ_i reflects how much each expert differentiates between criteria; experts who rate all criteria equally contribute less weight.
- Output
- Weight, higher is better
- Data
- Crisp, expert input required
- Weights
- Derived internally, no weight source needed
- Size
- 0+ alternatives, 3-15 criteria works best
- Used for
- Any MCDM problem with available experts, group decision making, criteria importance assessment
Look elsewhere when
- •No domain experts available - use objective weighting (CRITIC, ENTROPY)
- •Experts tend to rate all criteria equally (zero variance problem)
Assumptions to verify
- Domain experts available and willing to score criteria
- Experts can meaningfully differentiate between criteria (non-zero σ)
Edge cases and pitfalls
If all experts give identical scores across criteria (zero variance), σ_i = 0 and the expert contributes nothing. Ensure experts score discriminatively.
SIWEC produces subjective weights - dependent on expert choice. Combine with objective methods (CRITIC, ENTROPY) for robustness check.
Works with
How to cite
Puška, A.; Nedeljković, M.; Pamučar, D.; Božanić, D.; Simić, V. (2024). Application of the new simple weight calculation (SIWEC) method in the case study in the sales channels of agricultural products. MethodsX. https://doi.org/10.1016/j.mex.2024.102930
System ID, as it appears in reports and the API
SIWEC