We propose to induce topological defects in particle-hole-symmetric superfluids, with the prime example of the Bardeen-Cooper-Schrieffer state of ultracold atoms, and detect their time evolution and decay. We demonstrate that the time evolution is qualitatively distinct for particle-hole-symmetric superfluids and point out that the dynamics of topological defects is strongly modified in particle-hole-symmetric fluids. We obtain results for different charges and compare them with the standard Gross-Pitaevskii prediction for Bose-Einstein condensates. We highlight the observable signatures of the particle-hole symmetry in the dynamics of decaying solitons and subsequent vortices.