  The so-called configurational entropy (CE) framework has proved to be an
efficient instrument to study nonlinear scalar field models featuring solutions
with spatially-localized energy, since its proposal by Gleiser and Stamapoulos.
Therefore, in this work, we apply this new physical quantity in order to
investigate the properties of degenerate Bloch branes. We show that it is
possible to construct a configurational entropy measure in functional space
from the field configurations, where a complete set of exact solutions for the
model studied displays both double and single-kink configurations. Our study
shows a rich internal structure of the configurations, where we observe that
the field configurations undergo a quick phase transition, which is endorsed by
information entropy. Furthermore, the Bloch configurational entropy is employed
to demonstrate a high organisational degree in the structure of the
configurations of the system, stating that there is a best ordering for the
solutions.
