  In this paper, we carry out a detailed investigation on Born-Infeld (BI)
Electrodynamics in its Carrollian limit. We show that the BI Electrodynamics in
its Carrollian limit, differs significantly from its conformal Carrollian
cousin. For example, the full conformal Carroll symmetry group is broken due to
the presence of nonlinear interactions among U(1) gauge fields. Moreover, these
theories do not allow for an underlying Lagrangian description, which is also
an artefact of quartic interactions among U(1) gauge fields. Most
interestingly, the two point correlation depends upon the square of the
distance of separation between two spatial points and does not exhibit the
usual power law behaviour as in the case of conformal Carrollian
Electrodynamics. We identify this as an artefact of the broken dilation
invariance in the Carrollian limit of BI Electrodynamics. Finally, in the limit
of the vanishing BI coupling, we recover the standard results of conformal
Carrollian Electrodynamics.
