  We discuss gauge mediation in the case where the hidden sector is strongly
coupled but, via the gauge-gravity correspondence, admits a weakly-coupled
description in terms of a warped higher-dimensional spacetime. In this
framework, known as holographic gauge mediation, the visible-sector gauge group
is realized in the gravitational description by probe D-branes and the
non-supersymmetric state by normalizable perturbations to the geometry. Using
the formalism of general gauge mediation, supersymmetry-breaking soft terms in
the visible sector can be related to the two-point functions of the
hidden-sector current superfield that couples to the visible-sector gauge
group. Such correlation functions cannot be directly calculated in the strongly
coupled field theory but can be determined using the gauge-gravity
correspondence and holographic renormalization. We explore this procedure by
considering a toy geometry where such two-point functions can be explicitly
calculated. Unlike previous implementations of holographic gauge mediation
where sermon masses were not calculable directly in a purely holographic
framework, such terms are readily obtained via these correlators, while (due to
the simplicity of the geometry considered) the visible sector gauginos remain
massless to leading order in the visible-sector coupling.
