A novel multi-soliton solution of breaking equation based on Weierstrass p function

The mapping and projective method is extended to investigate a nonlinear (2 + 1)-dimensional coupled breaking system by introducing expansion and nonlinear transformation, and some exact propagating solutions with variable separation are constructed for the system. The propagating solitons are first observed by setting properly the arbitrary functions in the solutions. The different forms of multi-soliton evolution with Weierstrass p function could be achieved.