  We derived the equations for the double layers in Quadratic Gravity, using
solely the least action principle. The advantage of our approach is that, in
the process of calculation, the $\delta'$-function does not appear at all, and
the $\delta$-functions appear for a moment and are mutually canceled prior to
integration. We revealed the peculiar structure of the obtained equations,
namely, that the surface energy-momentum tensor of the matter fields
(constituents of the thin shells) does not play a role in the determination of
the trajectory of the double layer. Also, we suggested that the space-like
double layers may provide us with the adequate description of the creation of
the universe from the black hole singularity. The related topics, including the
Gauss-Bonnet term and $F(R)$-theories, are shortly discussed.
