  We extend the hybridization procedure proposed in [Arnold, Brezzi, 1985,
ESAIM: M2AN] to the Virtual Element Method for linear elasticity problems based
on the Hellinger-Reissner principle. To illustrate such a technique, we focus
on the 2D case, but other methods and 3D problems can be considered as well. We
also show how to design a better approximation of the displacement field using
a straightforward post-processing procedure. The numerical experiments confirm
the theory for both two and three-dimensional problems.
