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Author 1 OrcID

https://orcid.org/0000-0002-8467-5210

Academic department

Department of Mathematics

Description

Extending classic finite frameworks to continuous settings, this paper proposes the concept of gamma belief functions and gamma fuzzy sets. It shows that both the combination of gamma belief functions and the intersection of gamma fuzzy sets remain within the gamma family, enabling their application in combining gamma probability judgments in decision making and gamma regression models in ensemble learning. Using both simulated and real datasets, and under both constant and varying dispersion assumptions, experimental results show that the combined gamma regression models closely approximate the reference models learned from the full datasets, aligning with the objectives of bootstrapping. Notably, when evaluated against ground truth, the combined models outperform both the individual component models and the reference models in predictive accuracy.

Publisher name

Elsevier

Grant Information

N/A

Data Management

N/A

Document Type

Article

Publication Date

6-15-2026

Publication Title

Expert Systems with Applications

Volume

316

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