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This article introduces a new double fuzzy integral transform, the double fuzzy Yang-General transform (DFY-GT), aimed at solving the linear fuzzy advection-diffusion equation. The authors present its basic properties, establish new theorems related to partial gH-derivatives, and demonstrate the applicability of DFY-GT through a numerical example. The research contributes to the field of fuzzy partial differential equations by combining existing fuzzy transforms to enhance solution methodologies.
- Author
- Artan Alidema
- Language
- EN