Interaction of breathing localized solutions for subcritical bifurcations.

摘要: We discuss interactions of spatially localized solutions, which breathe in the modulus, for coupled quintic complex Ginzburg-Landau equations. The interaction behavior is much richer than and qualitatively different from that fixed-shape solutions reported previously. outcome a collision can depend on initial conditions, and, particular, {ital sensitively} conditions chaotic} even though parameter values are unchanged. novelty these interactions, as compared to those solitons emphasized.