  Non-commutative analysis tools have successfully been applied to the integer
quantum Hall effect, in particular for a proof of the stability of the Hall
conductance in an Anderson localization regime and of the bulk-boundary
correspondence. In this work, these techniques are implemented to study
two-dimensional dirty superconductors described by Bogoliubov-de Gennes
Hamiltonians. After a thorough presentation of the basic framework and the
topological invariants, Kubo formulas for the thermal, thermoelectric and spin
Hall conductance are analyzed together with the corresponding edge currents.
