  In 1970s, Wilson shown the deep connection of renormalization and scaling of
the effective Lagrangian. Polchinski further proved that such connection
implied renormalizability of perturbative field theory. We develop the
mechanism by an extension of scaling transformation of the effective Lagrangian
- introducing a field-map between the quantum fields of the low-energy
effective field theory (EFT) and its' scaling-corresponding (bare) model. We
study the mechanism through real scalar $\phi^4$ model. We found if there is a
self-interaction of order $N$ from the EFT's potential, there are (at most)
$N-1$ scaling-corresponding models for the same symmetry group of the EFT. We
then study the potential application for cosmology by applying the mechanism to
inflation paradigm. We found the generated inflation model (from the real
scalar $\phi^4$ EFT) is the power-law inflation model. We briefly check the
consistency of the generated inflation model against the inflation's typical
observational constraints - spectral index ($n_{s}$), e-folds, and
tensor/scalar ratio ($r$).
