  The quenching of oscillations in interacting systems leads to several
unwanted situations, which necessitate a suitable remedy to overcome the
quenching. In this connection, this work addresses a mechanism that can
resurrect oscillations in a typical situation. Through both numerical and
analytical studies, we show the candidate which is capable of resurrecting
oscillations is nothing but the feedback, the one which is profoundly used in
dynamical control and in bio-therapies. Even in the case of a rather general
system, we demonstrate analytically the applicability of the technique over one
of the oscillation quenched states called amplitude death state. We also
discuss some of the features of this mechanism such as adaptability of the
technique with the feedback of only a few of the oscillators.
