  In this article, we present a benchmark for resource characterization in the
process of controlled quantum state reconstruction and secret sharing for
general three-qubit states. This is achieved by providing a closed expression
for the reconstruction fidelity, which relies on the genuine tripartite
correlation and the bipartite channel between the dealer and the reconstructor
characterized by the respective correlation parameters. We formulate the idea
of quantum advantage in approximate state reconstruction as surpassing the
classical limit set at 2/3. This article brings out new interoperability
between teleportation and state reconstruction. This is detailed through a
case-by-case analysis of relevant correlation matrices. We are reformulating
the idea of quantum secret sharing by setting up additional constraints on the
teleportation capacity of the bipartite channels between the dealer and
shareholders by ensuring that, individually, the shareholders cannot
reconstruct the secret. We believe that this will give us the ideal picture of
how quantum secret sharing should be.
