The purpose of this paper is to review the most interesting control co
ncepts developed for chaotic circuits and systems. In most cases the g
oal of the control procedure is in converting chaotic behavior into a
periodic or constant motion. There also exist specific tasks where cha
otic behavior is advantageous-due to extreme sensitivity to changes in
initial state it is possible to direct trajectories to targets much f
aster than without control. Tracking of specific chaotic trajectories
might be useful in communication schemes-where chaos is leed to hide u
seful information. The control concepts described include: (i) system
parameter variation, (ii) chaotic oscillation absorber, (iii) entrainm
ent, (iv) error feedback methods, (v) time-delayed feedback, and (vi)
methods for stabilizing unstable periodic orbits: occasional proportio
nal feedback and sampled input waveform methods. Potential strengths a
nd weaknesses of these methods are discussed.