Multilinear Fractional Hardy Operators on \(p\)-Adic Functional Spaces with Variable Exponents

In this paper, we focus on the multilinear fractional Hardy operators \(\mathcal H^{p,n}_{\beta}\) . Some sufficient conditions for the boundedness of multilinear fractional Hardy operators \(\mathcal H^{p,n}_{\beta}\) on the \(p\) -adic local central Morrey, \(p\) -adic Morrey-Herz, and \(p\) -adic grand Herz spaces with variable exponents are discussed.