  In the two-component Ginzburg-Landau theory of superfluidity, a pair of
fractional vortices form a composite type of topological defect, usually
referred to as a baby skyrmion. In this paper, we initiate the construction of
such a baby skyrmion in the holographic model of two-component superfluids. As
a result, two types of baby skyrmion configurations are found, where the
monopole-type of one is constructed directly by solving the static equations of
motion while the dipole-type of one is obtained by resorting to the time
evolution method. In addition, we find that the existence of these two types of
baby skyrmion depends on the inter-component coupling, reminiscent of the
situation in the baby skyrmion model.
