  Given the success of the deconstruction program in obtaining ghost-free
massive gravity from 5-D Einstein gravity, we propose a modification of the
deconstruction procedure that incorporates supersymmetry at the linear level.
We discuss the relevant limits of a conjectured interacting theory of a massive
spin 2 supermultiplet, and determine the linear theory to be the N=1 Zinoviev
theory, a supersymmetric extension of Fierz-Pauli theory. We develop a family
of 1-site deconstruction procedures for fermionic fields (yielding Dirac and
Majorana mass terms). The deconstruction procedure appropriate for giving
fermions a Dirac mass is found to preserve half of the supersymmetry of the 5-D
theory. We explicitly check this by deconstructing 5-D N=2 super-Maxwell theory
down to 4-D N=1 super-Proca theory, and deconstructing linear 5-D N=2
supergravity down to 4-D N=1 Zinoviev theory, and derive the full 4-D
supersymmetry algebras and Stueckelberg symmetries from the 5-D superalgebras
and gauge symmetries, respectively. We conjecture that this procedure should
admit a generalization to fully non-linear theories.
