Input-output theory for chiral Majorana fermions

The Bosonic version of Input-output theory describes multiple one dimensional fields coupled to spatially local systems such as atoms, beam splitters, and cavities. The generalization to cascaded systems makes it a powerful tool for modeling quantum optics experiments. We extend the earlier work on Fermionic input-output formalism to include propagating Majorana Fermions and Majorana bound states. We also derive network composition rules similar to the Bosonic case. Finally we describe how to integrate Bosonic, Fermionic, and Majorana input-ouput theory. We hope that this will aid analysis an design of experiments in a systematic way.