  It was recently suggested that quantum theory may support a unification of
the notions of space and time, as such, treating the spatial and temporal
correlations equally. To be more precise, the partial transposition of the
maximally entangled state of two quantum systems at one time exactly matches
the temporal correlations of one quantum system that unitary evolved between
two distinct moments of time. In this essay we consider this equivalence of
spatial and temporal correlations in the context of AdS/CFT correspondence. We
argue that in the high temperature limit the thermofield double state is the
equivalent of temporal correlation of a quantum theory unitary evolving at two
times. Thus, on the gravity side, we imagine that the temporal correlations
correspond to a black hole at one time connected behind the horizon to the same
black hole at another time by an Einstein-Rosen bridge. We show that the
correspondent spacetime of this temporal wormhole is the interior solution of
AdS-Schwarzschild black hole. Implications of this correspondence are briefly
considered.
