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In this paper, we discuss the structure of the solutions for linear interval‐valued Volterra integro‐differential equations (VIDEs) based on gH‐difference. The considered VIDEs consist of six forms. Among those six forms, three forms are obtained by using the definition of generalized Hukuhara difference (or gH‐difference). We obtain solutions of that linear interval‐valued VIDEs and discuss their properties. Some examples illustrate the theory.