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Let $M_{\Omega,\alpha}$ and $T_{\Omega,\alpha}$ be the fractional maximal andintegral operators with rough kernels, where $0<\alpha<n$. In this paper, weshall study the continuity properties of $M_{\Omega,\alpha}$ and$T_{\Omega,\alpha}$ on the weighted Morrey spaces $L^{p,\kappa}(w)$. Theboundedness of their commutators with BMO functions is also obtained.

Boundedness of fractional integral operators with rough kernels on weighted Morrey spaces