Abstract
In the paper, we propose a new notion of differentiability and integrability for S-correlated fuzzy processes on time scales and highlight some of their properties. With these concepts, we investigate fuzzy Volterra integral equations for S-correlated fuzzy processes on time scales. Also, we present a connection between fuzzy Volterra integral equations and fuzzy initial value problems for S-correlated fuzzy processes on time scales. In particular, we establish a fuzzy Adomian decomposition method to solve fuzzy Volterra integral equations with fuzzy kernel on time scales. Some illustrative examples are given.
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