Dissipative light bullets: From stationary light bullets to double, quadruple, sixfold, eightfold and tenfold bullet complexes

Using the natural control parameter of the solution as it evolves, named the total energy Q, we have shown by numerical simulations that, as soon as we evolve from two to ten bullet complexes, the total energy increases considerably and that, for localized solutions with an symmetric initial condition, the energy increases but remains finite and converges to a constant value when a stationary solution is reached. Furthermore, It has been demonstrated in this work that, using an elliptic initial condition, solutions may be stable or unstable.