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Some results on generalized Hukuhara diamond-α derivative and Aumann integral of fuzzy number-valued functions on time scales
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DOI:10.1016/j.fss.2026.110023.png)
Abstract
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• We prove that generalized Hukuhara diamond-α differentiability implies both delta and nabla differentiability and ensures continuity, while also deriving algebraic rules including addition, scalar multiplication, and product formulas. • We introduce the generalized Hukuhara diamond-α Aumann integral for fuzzy number-valued functions on arbitrary time scales. • Fundamental results such as the Fundamental Theorem of Calculus and Integration by Parts are established for the diamond-α Aumann integral.
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