  We study the dynamics of quantum dissension for three qubit states in various
dissipative channels such as amplitude damping, dephasing and depolarizing. Our
study is solely based on Markovian environments where quantum channels are
without memory and each qubit is coupled to its own environment. We start with
mixed GHZ, mixed W, mixture of separable states, a mixed biseparable state, as
the initial states and mostly observe that the decay of quantum dissension is
asymptotic in contrast to sudden death of quantum entanglement in similar
environments. This is a clear indication of the fact that quantum correlation
in general is more robust against the effect of noise. However, for a given
class of initial mixed states we find a temporary leap in quantum dissension
for a certain interval of time. More precisely, we observe the revival of
quantum correlation to happen for certain time period. This signifies that the
measure of quantum correlation such as quantum discord, quantum dissension,
defined from the information theoretic perspective is different from the
correlation defined from the entanglement-separability paradigm and can
increase under the effect of the local noise. We also study the effects of
these channels on the monogamy score of each of these initial states.
Interestingly, we find that for certain class of states and channels, there is
change from negative values to positive values of the monogamy score with
classical randomness as well as with time. This gives us an important insight
in obtaining states which are freely sharable (polygamous state) from the
states which are not freely sharable (monogamous). This is indeed a remarkable
feature, as we can create monogamous states from polygamous states Monogamous
states are considered to have more signatures of quantum ness and can be used
for security purpose.
