  Local available quantum correlations (LAQCs), as defined by Mundarain et al.
[19], are analytically determined for Bell Diagonal states. Using the Kraus
operators formalism [10], we analyze the dissipative dynamics of 2-qubit LAQCs
under markovian decoherence. This is done for Werner states under the
depolarizing [20] and phase damping channels [21]. Since Werner states are
among those that exhibit the so called entanglement sudden death [27], the
results are compared with the ones obtained for Quantum Discord [22], as
analyzed by Werlang et al. [24], as well as for entanglement, i.e. Concurrence
[7]. The LAQCs quantifier only vanishes asymptotically, as was shown to be the
case for Quantum Discord, in spite of being lower.
