The scenario for the development of the characteristics of chaotic emission
by a fast-flow laser with an unstable cavity and spatially inhomogeneous p
umping was investigated numerically. The complex evolution of the dynamic r
egimes, accompanied by a number of bifurcations, was investigated by varyin
g the controlling parameter within the limits of the region of existence of
chaotic lasing. It was found that, under certain conditions, the chaotic d
ynamics undergoes a transition to regular dynamics. The Fourier emission sp
ectra were calculated, the dimensions of the chaotic attractors were determ
ined, and Poincare maps were constructed.