  We present a new correspondence between a d-dimensional dynamical system and
a whole family of (d+1)-dimensional systems. This new scale-holographic
relation is built by the explicit introduction of a dimensionful constant which
determines the size of the additional dimension. Scale holography is
particularly useful for studying non-local theories, since the equivalent dual
system on the higher dimensional manifold can be made to be local, as we
illustrate with the specific example of the p-adic string.
