Relationship between Stokes vector (SV) and discrete Wigner function (DWF) for arbitrary multiqubit states is presented.
It is shown that SV and DWF are related to one another through Hadamard matrices.
We show that the Hadamard matrices depend on the choice of the quantum net.
Relationship between SV of the spin flipped state and the DWF is derived.
Expression to compute n-concurrence of the pure n-qubit systems purely in terms of DWF is given.